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A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%4Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV) GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)~             9     ! <@%%3% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SSavipinnaste eripra* $ $%Vike veejuhtivus Filtratsioonimoodul sltub pooride suurusest, mitte hulgast Effektiivpoorsus tegelikult ca 1/10 poorsusest Tihenemine toimub aeglaselt  vesi tuleb vlja suruda Tugevnemine toimub aeglaselt  Cu miste Tugevus vheneb aeglaselt  Londoni savi<kkHN%%s%%/%TDeformatsioonid$%Pinnas koosneb kolmest faasist Pinnase mahu muutus toimub pooriruumi mahu muutuse arvel, tavaliselt tuleb selleks vesi pooridest vlja trjuda Savis toimub vee vlja surumine vga aeglaselt mida rohkem saviosakesi seda aeglasemalt (viksem filtratsioonimoodul) mida paksem kiht, seda aeglasemalt (vrdeliselt kihi paksuse ruuduga  H2)D O%U Tagajrjed  $ %Ehitiste pikaajaline vajumine ja pragude areng Teetammide vajumine, eriti truupide ja sildade pealesidud Tidetud maa-alade vajumine Pinnas tihenedes tugevneb, savide puhul toimub see vga aeglaselt ning sageli ei saa tugevus kasvuga seetttu arvestadaZ%V(Maapinna kerkimine koormuse vhendamisel))$(%-Loomulikult koormuse vhendamisega kaasneb pinna kerkimine Tusu saab prognoosida savi elastsete deformatsioonide mramise abil Pooriruum suureneb ja esialgselt kujunenud negatiivne poorirhk imeb pooridesse mbritsevast keskkonnast vett Pikaajalise perspektiivis viib see savi tugevuse vhenemisele  .Z- -%W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%6 ` 33` Sf3f` 33g` f` www3PP` ZXdbmo` \ғ3y`Ӣ` 3f3ff` 3f3FKf` hk]wwwfܹ` ff>>\`Y{ff` R>&- {p_/̴>?" dd@(|?" dd@   " @ ` n?" dd@   @@``PR    @ ` ` p>> X P  (   $T    "h"   s *G3\\ "CP   3 A"  6 "zZ  X Click to edit Master title style!!%  0 #" ` IV  *Peeter Talviste / *"0 %  0 "<    ^* 0  %  0 "J-  ^* 0  %  0 "J R20060  %  0 "z,l F 0    < ?"6@ NNN?N  F 0(2 (  0 "P9  RClick to edit Master text styles Second level Third level Fourth level Fifth level!    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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SSavipinnaste eripra* $ $%Vike veejuhtivus Filtratsioonimoodul sltub pooride suurusest, mitte hulgast Effektiivpoorsus tegelikult ca 1/10 poorsusest Tihenemine toimub aeglaselt  vesi tuleb vlja suruda Tugevnemine toimub aeglaselt  Cu miste Tugevus vheneb aeglaselt  Londoni savi<kkNN%%s%%/%TDeformatsioonid$%Pinnas koosneb kolmest faasist Pinnase mahu muutus toimub pooriruumi mahu muutuse arvel, tavaliselt tuleb selleks vesi pooridest vlja trjuda Savis toimub vee vlja surumine vga aeglaselt mida rohkem saviosakesi seda aeglasemalt (viksem filtratsioonimoodul) mida paksem kiht, seda aeglasemalt (vrdeliselt kihi paksuse ruuduga  H2)D O%U Tagajrjed  $ %Ehitiste pikaajaline vajumine ja pragude areng Teetammide vajumine, eriti truupide ja sildade pealesidud Tidetud maa-alade vajumine Pinnas tihenedes tugevneb, savide puhul toimub see vga aeglaselt ning sageli ei saa tugevus kasvuga seetttu arvestadaZ%V(Maapinna kerkimine koormuse vhendamisel))$(%-Loomulikult koormuse vhendamisega kaasneb pinna kerkimine Tusu saab prognoosida savi elastsete deformatsioonide mramise abil Pooriruum suureneb ja esialgselt kujunenud negatiivne poorirhk imeb pooridesse mbritsevast keskkonnast vett Pikaajalise perspektiivis viib see savi tugevuse vhenemisele .Z--%W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgN%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9j%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U Tagajrjed  $ %Ehitiste pikaajaline vajumine ja pragude areng Teetammide vajumine, eriti truupide ja sildade pealesidud Tidetud maa-alade vajumine Pinnas tihenedes tugevneb, savide puhul toimub see vga aeglaselt ning sageli ei saa tugevus kasvuga seetttu arvestadaZ%V(Maapinna kerkimine koormuse vhendamisel))$(%-Loomulikult koormuse vhendamisega kaasneb pinna kerkimine Tusu saab prognoosida savi elastsete deformatsioonide mramise abil Pooriruum suureneb ja esialgselt kujunenud negatiivne poorirhk imeb pooridesse mbritsevast keskkonnast vett Pikaajalise perspektiivis viib see savi tugevuse vhenemisele  .Z- -%W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%Ehitiste pikaajaline vajumine ja pragude areng Teetammide vajumine, eriti truupide ja sildade pealesidud Tidetud maa-alade vajumine Pinnas tihenedes tugevneb, savide puhul toimub see vga aeglaselt ning sageli ei saa tugevus kasvuga seetttu arvestadaZ%V(Maapinna kerkimine koormuse vhendamisel))$(%-Loomulikult koormuse vhendamisega kaasneb pinna kerkimine Tusu saab prognoosida savi elastsete deformatsioonide mramise abil Pooriruum suureneb ja esialgselt kujunenud negatiivne poorirhk imeb pooridesse mbritsevast keskkonnast vett Pikaajalise perspektiivis viib see savi tugevuse vhenemisele  .Z- -%W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingi     M !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~mustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  |t08 (  8r 8 S T{ zZ  { r 8 S {   { l 8 6A ?"  l 8 6A ?" 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%Valdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone %V(Maapinna kerkimine koormuse vhendamisel))$(%-Loomulikult koormuse vhendamisega kaasneb pinna kerkimine Tusu saab prognoosida savi elastsete deformatsioonide mramise abil Pooriruum suureneb ja esialgselt kujunenud negatiivne poorirhk imeb pooridesse mbritsevast keskkonnast vett Pikaajalise perspektiivis viib see savi tugevuse vhenemisele  .Z- -%W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%X  @<(  <r < S { zZ  { r < S P{ @0P  { l < 6A  ?"  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G~Ǒ@|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` l[5/S. e=Gu9;. )   /b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =AK ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%Valdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone %V  W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  @<$(  <r < S { zZ  { r < S P{ @0P  { H < 0޽h ? 33  PD(  Dl D 6A  ?"`l D 6A  ?" <H D 0޽h ? 33r<U  <`HZ( : / 00DTimes New Roman|dv 0|( 0DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @nS. e=Gu9;. )   /b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =N ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  @<$(  <r < S { zZ  { r < S P{ @0P  { H < 0޽h ? 33r U `HZ( : / 00DTimes New Roman|dv 0|( 0DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` l[5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =N ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi d      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}naamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  W Tagajrjed  $ %Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%(  PDh(  Dl D 6A  ?"`l D 6A  ?" <H D <bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =N ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Savi tugevus vheneb aja jooksul aeglaselt Algselt stabiilsed nlvad vivad aja jooksul puruneda (maalihked je kallastel, Londonis) Svendustdel ja kaevandamisel tuleb sellega arvestada %XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%>  PD~(  Dl D 6A  ?"`l D 6A  ?" <^ D <?@ABCDEFGHIJMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` l[5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =iO ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 l.%%+%XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  `H$(  Hr H S  zZ   r H S  p9  H H 0޽h ? 33reW A`H\( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` l[5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kU 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =Q ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%XDreenimata nihketugevus( $ $%Sisuliselt on tegemist savipinnase hetke tugevusega Mratakse niteks tiivikkatsega (aga ka muud meetodid) Dreenimata tingimused  koormamine oluliselt kiirem, kui effektiivpingete (tugevuse) kasv. (Short term) Koormuse lisamisel on oluline seda hetketugevust mitte letada (mis siis et savi hiljem tugevneb) Koormuse vhendamisel on oluline arvestada hetketugevuse vhenemisega aja jooksul*lgH%%%%%YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  `H$(  Hr H S  zZ   r H S  p9  H H 0޽h ? 33rWm o`HY( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dE*KK؂  $-@*}KK؂  $-@*}KK؂  $-@*}KK؂  $-@TMMM}/+V!jغu+!d@_W;H+E~˖-3g -ZhYH gcUizҤIFcǎwttL:2OV\Æ jkkHV(Wy4YUUe˖-\0|o2ݽ}5k,nd.]֭/I~X̦>4i! 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % YDreenitud nihketugevus$%jSisuliselt on tegemist savis aja jooksul vlismjutu muutuse tttu kujuneva tugevusega Mratakse laboris kolmeteljelise surve aparaadis Dreenitud tingimused  koormamise kiirus selline, et lisapoorirhk juab hajuda. (Long term) Tingimustel kus lisapoorirhk on hajunud ehk siis lpptingimustel, kus pinnase tugevus on suurenenud normaalpinge suurenemise tttu s = c + s x tan F Normaaltihenenud savi c = 0, letihenenud savi c > 0L9b%%%%%%&%Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  p@(  @r @ S   zZ   l @ 6A  ?" 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % YDreenitud nihketugevus$% Z/Dreenimata tingimused, positiivne lisapoorirhk00 /%Savipinnase koormamisel  tide, ehitis Tavaliselt on iga ehitise rajamiseks kulunud aeg viksem, kui aeg mis vajalik konsolidatsiooni lppemiseks (= lisapoorirhu hajumiseks ja effektiivpinge tusuks) Seega on pinnase tugevus vikseim kohe peale koormamist (ja varutegur minimaalne), sest nihkepinged on suurenenud kohe (short term) Kuna poorirhu leidmine koormamise algetapil ei ole lihtne ja hene (tekib ka veel nihkedeformatsiooni poolt indutseeritud lisapoorirhk)  kasutatakse nihketugevuse analsi kogupingete juures. Kui pinnas veekllastunud ja tingimused on dreenimata, siis FT = 0 ja sU = cT sU suureneb sgavuse suunas, kuivamiskoorik jne.PM     .|%%%%%%%%.%[/Dreenimata tingimused, negatiivne lisapoorirhk00$/%Koormuse vhendamisel savipinnaselt  kaevand Pingete vhenemine tingib negatiivse lisapoorirhu, mis hakkab aja jooksul hajuma (= poorirhk hakkab suurenema) Effektiivpingete vhenemine phjustab tugevuse vhenemise aja jooksul Dreenimata tugevus annab hetketugevuse ja on suurima varuteguriga (short term) Lpptugevuse anals tehakse nihketugevuse effektiivparameetritega dreenitud tingimustel ja on vikseima varuteguriga (long term) Mned nlvad purunevad alles vga pika aja mdudes Z|%%y%%2%%5%%:%\$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  L(  Lr L S d zZ   l L 6A  ?"H L 0޽h ? 33rY! 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu  varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % aSuhteline tihedus$%YElastsusmoodul$% ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \$Normaaltihenenud savipinnased Eestis%%$"%%fPrnu ja selle mbruse viirsavi Haapsalu viirsavi Kuressaare viirsavi Narva viirsavi Tallinna kesklinna, Mustame ja isme savipinnased Muuga sadamas, Vanalinna sadamas esinevad savipinnased Muud  Eesti on olnud pikka aega jpaisjrvede all, esinemisvimalusi mujalgi Probleemid  pikaajalised vajumised4Z43%]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%R  l(  lr l S \9 zZ   l l 6A ?"l l 6A ?"pH l 0޽h ? 33   PL(  Pr P S h ~   l P 6A  ?" 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vi                          ! " # $ % & ' ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | ~  malusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % aSuhteline tihedus$%YElastsusmoodul$% ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% ]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  X(  Xr X S K N6   l X 6A ?"@H X 0޽h ? 33r\ aHJ( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` 2 * l\5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e  0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO == ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% ]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%R  l(  lr l S \9 zZ   l l 6A ?" l l 6A ?"0 H l 0޽h ? 33ra]  `aHK( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` : 2 p]5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e  0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =f> ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b Elastsusmoodul DR kaudu,$ $$% ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% ]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  p$(  pr p S H  zZ@   r p S 4S P9  H p 0޽h ? 33rG`b  #`έbHVL( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd Fonts UsedDesign Template Slide TitlesEmbedded OLE Servers Slide Titles@  @@`` : 2 p]5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e  0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =)? ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b !Kompressiooniindeks (Cc) DR kaudu,"$ $$.%% %UKompressiooniindeksi Cc kaudu on igale sgavusele vimalik leida deformatsioonimoodulVZV.%%>%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% ]lekonsolideerunud savid Eestis  $%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine <4#4#HL%%%%O%  p$(  pr p S H  zZ@   r p S 4S 9  H p 0޽h ? 33r bh  TbHM( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` B : t^5/S. e=Gu9;. )   / b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e  0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =@ ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b !Kompressiooniindeks (Cc) DR kaudu,"$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b !Kompressiooniindeks (Cc) DR kaudu,"$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %uLkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest mis mjutavad lgienergiatu%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine B4ZZ#Z4#HL%%%%O%X  p(  pr p S H  z Zp   r p S 4S 9  l p 6A                         ! " # $ % & ' ( ) * 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  ?" H p 0޽h ? 33rdPbX  @PcHM( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@`` n f t^5/S. e=Gu9;. )   / /b$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e b$:F˲P\2 LDv1K  0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =@ ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b !Kompressiooniindeks (Cc) DR kaudu,"$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! 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Hű-?WF'v|fű+a- R:vUxBnAhmIV^ HN{ ȩ8Q~QH1_RIR(m0;y"KBԶ,(q[3 :+Ȧ& - C:OLGB 84Gc7#R!mD ;Vl㛬Ty(kƴF X哱[Y.i|lpTk֡z2ux !8؀0_ )*Ҍ1śZKUo- tI| aIJ *ޏA!nbEu6o.\l-U|E>]r[1iVJ(ϰ K9N9zW^"!9yszP ]hLc e5"Wԑ]K$KD:ML;C>3 Ʀ+Bdk j 'q>M%$' K]@w~rQFF@rI;M*GcN"H|F:gD ^Q?!R>~C92)H" `;+Ƚs<̮` ݪ_Ye.7f|CU2 "hDKjxŀ]S7֩ :cKp]An0;K="\Cf #&| pIY$n\]p !B|0} {I*bF$d샹Cp?nv M?sFD{)vtb>7f`CLt"'t4 hʟ Iܜg0+EZ4S-50^8x;X1uzg3GU&c{3wd\ZA: f\Fgdfa#7],Rk(P8bǙT:^=[P{ t&;)}F@cvfBck1Td>I7A̸"M,(?kܘ>V_Wc1E68[ZVZZE|Jp'Ɖuy}ƈ)L1H7Y. eJoJ97899(JIh("S &ZLSo׋i)zO`3s oO/kG S?+oӍ_IbQL :5Rc®`MVkq/x-kk&hf]ck9*nS! f:yLa5pg1njF jOjcv?N%9?)p~Xb _BCx2{;ZڀF[RwTT8%[o$(ﮪXci]hmAߤCNJba4{ݦA8y``.ʜqR-*p *)EL.pOŅM ))!8ltH_& pY]O=Y䵧 z-鶢qOjԪ N=b!x,..Z%$k+E@\QIʵzk_ 2r(IJ+s+9\)SknV ͠IENDB`@=wp|Llew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   t^5/S. e=Gu9;. )   / ?Db$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj( 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =A ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %NEestis kasutatakse valdavalt Rootsi HfA standardile vastavat seadet ja ksipenetromeetrit, mis vastab DPL seadmele Lkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest, mis mjutavad lgienergiat Lgienergiat otseselt mtmata on vga raske hinnata pinnaseomadusi, vib kasutada SNiP tabeleid ()OZO.G%%%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine B4ZZ#Z4#HL%%%%O%  yp(  pr p S H  @   r p S 4S 9  q p <  ?"@  z SCoduto, D. P. (2000). Geotechnical Engineering: Principles and Practices. (lk. 393)T0 2Tb#% %% %% % %l p 6A ?" H p 0޽h ? 33  t$(  tr t S d zZ   r t S Q @9  H t 0޽h ? 33rb /BF  GcHQ( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   x_ 5/S. e=Gu9;. )   /  ?Db$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj( 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =C ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahe      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}l tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %Eestis kasutatakse valdavalt Rootsi HfA standardile vastavat seadet ja ksipenetromeetrit, mis vastab DPL seadmele Lkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest, mis mjutavad lgienergiat Lgienergiat otseselt mtmata on vga raske hinnata pinnaseomadusi, viks kasutada SNiP tabeleid (piirangud) vi siis SGI tabelit (maapinna lhedal, vndemoment mdetud)Z.G%%>%d" KOKKUVTE   $ %Pinnalhedastes kihtides annab CPT igal juhul usaldusvrsemad andmed Sgaval asuvates ja tugevates kihtides viks ritada lkide arvust veidi rohkem vlja lugeda Eeldusel, et N20(HfA) = N60 on phimtteliselt vimalik kasutada SPT lkide arvu jaoks koostatud korrelatsioonitabeleid BZ]%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%Luna-Eesti krgustike viirsavid Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine B4ZZ#Z4#HL%%%%O%  t$(  tr t S d zZ   r t S Q @9  H t 0޽h ? 33  x$(  xr x S ː zZ   r x S 4֐ @9  H x 0޽h ? 33r4Hc ™! HdHQ( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   x_ 5/S. e=Gu9;. )   /  ?Db$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj( 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =C ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %Eestis kasutatakse valdavalt Rootsi HfA standardile vastavat seadet ja ksipenetromeetrit, mis vastab DPL seadmele Lkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest, mis mjutavad lgienergiat Lgienergiat otseselt mtmata on vga raske hinnata pinnaseomadusi, viks kasutada SNiP tabeleid (piirangud) vi siis SGI tabelit (maapinna lhedal, vndemoment mdetud)Z.G%%>%d"KOKKUVTE (jrg)$%Pinnalhedastes kihtides annab CPT igal juhul usaldusvrsemad andmed Sgaval asuvates ja tugevates kihtides viks ritada lkide arvust veidi rohkem vlja lugeda Eeldusel, et N20(HfA) = N60 on phimtteliselt vimalik kasutada SPT lkide arvu jaoks koostatud korrelatsioonitabeleid BZ]%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%Registreeritud lkide arv - Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine B1ZZ#Z1#HI%%%%O%  x$(  xr x S ː zZ   r x S 4֐ @9  H x 0޽h ? 33  \$(  \r \ S P zZ    r \ S Q 0  H \ 0޽h ? 33rڝ]Tdh @dHQ( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   x_ 5/S. e=Gu9;. )   /  ?Db$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj( 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =C ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %Eestis kasutatakse valdavalt Rootsi HfA standardile vastavat seadet ja ksipenetromeetrit, mis vastab DPL seadmele Lkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest, mis mjutavad lgienergiat Lgienergiat otseselt mtmata on vga raske hinnata pinnaseomadusi, viks kasutada SNiP tabeleid (piirangud) vi siis SGI tabelit (maapinna lhedal, vndemoment mdetud)Z.G%%>%d"KOKKUVTE (jrg)$%Pinnalhedastes kihtides annab CPT igal juhul usaldusvrsemad andmed Sgaval asuvates ja tugevates kihtides viks ritada lkide arvust veidi rohkem vlja lugeda Eeldusel, et N20(HfA) = N60 on phimtteliselt vimalik kasutada SPT lkide arvu jaoks koostatud korrelatsioonitabeleid BZ]%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%Registreeritud lkide arv - Kambriumi sinisavi veesisaldus vga vike (Srinkage limit), sekundaarsete pragude ssteem kerkinud vga sgavalt, seega suur veeimavuse potentsiaal, eriti mda mikropragusid vljendub niteks mere res lemis osa suurenenud veesisaldusena (kuni 10-15 m) Probleemid  tugevuse kahanemine B1ZZ#Z1#HI%%%%O%r `E dHN( : / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DArialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   x_ 5/S. e=Gu9;. )   /  ?Db$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj( 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =9A ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! KOKKUVTE   $ %Eestis kasutatakse valdavalt Rootsi HfA standardile vastavat seadet ja ksipenetromeetrit, mis vastab DPL seadmele Lkpenetratsiooni katsel loetud lkide arv intervalli kohta sltub paljudest teguritest, mis mjutavad lgienergiat Lgienergiat otseselt mtmata on vga raske hinnata pinnaseomadusi, viks kasutada SNiP tabeleid (piirangud) vi siis SGI tabelit (maapinna lhedal, vndemoment mdetud)Z.G%%>%d"KOKKUVTE (jrg)$%Pinnalhedastes kihtides annab CPT igal juhul usaldusvrsemad andmed Sgaval asuvates ja tugevates kihtides viks ritada lkide arvust veidi rohkem vlja lugeda Eeldusel, et N20(HfA) = N60 on phimtteliselt vimalik kasutada SPT lkide arvu jaoks koostatud korrelatsioonitabeleid BZ]%]@NIDE Tallinna kesklinna fluviglatsiaalne liiv ca 40 m sgavuselAA$.%%%NRegistreeritud lkide arv  30 ja 120  (%  \$(  \r \ S P zZ    r \ S Q 0  H \ 0޽h ? 33rFE ]  "E  dHO( :  eWorksheet Excel.Sheet.802Microsoft Excel Worksheet / 00DTimes New Roman|dv 0|( 0 DTahomaew Roman|dv 0|( 0 " DJslBVwDJ*] ExYM[U>&iƱ3H6II%$+_c2ѡEZ[[eڅ<*\ʀ t+҅htV?ԊՍ !ܹ9Yû{sK`[xoJ(88)ρF)pX\qT 9 lfnGp/}sҽQ,{<ǶaۖBfaG EQΪ?"]vKx"^oGۋrQoj53ڍ"xJ_29V}uV]'7kڶ J9 [|s%>'/Gn/<7QiD5=sW{KL11k5;(-C~?8 9:,-8KŘU󰀑6%#dʓ(e]&ƮyP<¸,_H\}aNvme=_kC˺\ݧL\ўd}9fpՠ- s<~X>l>xʍ1q]L˺MC|hrئ3ǫyCw5Gpk91u=Ϻە `ur"nNٍr eu*l􈜵- 78&QVo|6o gեo7 p=sAS=;c E ?lυO&M4yeIÉ'x΀׫{֞p%݇Lk/ qpBkpWN)j4꯭A\e>pκ&ӂ F> Vhh/&OS:Y o=Z(.YbOsmzT-6oDԦGj3 ~g6[Bmz b:6[BmzיA_ڋrBܺ\gKO/q}aT}zT->Ų!֧G3I,MTw@>l|`o&vDż5kt; s!3%۬Q5~>$ŭp+p+5N[VV!nk&ííIܚ8Mnm[;[qZ0mnH-0'77?2Cb܀c2p!q S_82:5N-n~ 77?en-s-t1xnH”vMp>qSw| {y'os֨boç9o~XGJϯƈ'-Pdn Ә_K撞 ~PNG  IHDRIksRGB pHYs-Gu6 IDATx^r( F7bO6,U ɶO~Mu@|:~Arialew Roman|dv 0|( 0 "0DSymbolew Roman|dv 0|( 0 g0(.2  @n?" dd@  @@``   x_ 5/S. e=Gu9;. )   /  Opb$\&&6Ob$.x|G:Ob$yZ{Sb$r>bcAnȘa|nb$'̄Q6u O[b$]0,z*/BӠb$2 4xu{IӰ-okb$L8p(F,iԇDb$| Tt2Үb$:ER.kUb$>YpM"1|)mb$GQ5w"MQ]}b$ev!-z*o[vCb$pO1x&Chrk b$*_Z29C/w b$| 9 g4a[   b$#&H7e $b$(m'T-"եWj("$p|LJslBVw 0e0e     A@  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||S"@7> ʚ;+-n7ʚ;g4LdLdv 0p$ppp@ <4!d!d` 0,l<4dddd` 0,l ?+ EGO =_A ;Lkpenetratsiooni katsete ttlemine ja interpreteerimine ;%9Eesti Geotehnika hing Tallinnas 12. detsembril 2006.a. :8(7%%I  Z%K ?Rootsi standard EVN 1997-3 : 1995, lkpenetratsiooni seade HfA@@ ?%{Tegelikult kasutame oma igapevases tegevuses seadet, mis on kirjeldatud Rootsi standardis Seadmete HfA ja DPSH erinevuste vrdlus vasara langetuskrgus 50 cm ja 75 cm vastavalt koonuse pindala 16 cm2 ja 20 cm2 vastavalt koonuse krgus 90 mm ja 100 mm vastavalt Koonuse lbimt 45 mm ja 51 mm vastavalt Seadmete sarnasused vasara kaal 63,5 kg varraste mass 6 kg, lbimt 32 mm 7D   ^7  {%L  Seade HfA    % JMycket viktigt ! "%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni tulemuste kasutamine - EVS.. -% _` Vahekokkuvte  %Seni esitatu vimaldab lkpenetratsiooni katsete andmete suhteliselt kitsast kasutamist: Kihi piiride tpsustamisel Teatud lhendusega tugevusparameetrite mramisel Erineval sgavusel olevate pinnasekihtide vrdlemisel Teatud lesannete lahendamiseks vimaldab aga lkpenetreerimine ainsana statistiliselt esinduslikku andmekogu Tallinna kesklinna vaiu kandev fluvioglatsiaalne liiv Sinisavi (niteks Sillame) Alljrgnevalt mningaid vimalusi nende andmekogumite phjal pinnaseomaduste hindamiseksjZoRZZoRZH %%M%%z%R#Savipinnas (niteks Kambriumi savi)$$$#%+Terzaghy, Peck and Mesri 1996 (U.S. Navy) ,,p%%%%% %%%SStandard Penetration Test$. % %%Manteldatud ja puhastatud puuraugus tehtav katse, mis seisneb 45 cm pikkuse prooveli lmises pinnasesse. Registreeritakse II ja III 15 cm intervalli lmiseks kulunud lkide arv, mis liidetakse Saadakse N, lkide arv< %A%%%TStandard Penetration Test$.% %%Skempton, A.W. (1986). Standard penetration test procedures and the effects in sands of overburden pressure, relative density, particle size, aganing and overconsolidation. Geotechnique 36, No.3, 425-447 Sellel artiklil phinevad USA satndardid SPT katseandmete ttlemiseks, niteks:%% %% %%%%%%%% %%%%%%%%%%%%%%%% %0% %'%U!SPT andmete ttlemise phimtted""$!%TValdavalt on kasutatud seadet, mille efektiivsus on 60% (vasara kineetilise energia KE = 0,5 x m x v2 ja potentsiaalse energia PE = m x g x h suhe) Sellise efektiivsusega seadme lkide arvu jaoks on vlja ttatud mitmeid korrelatsioone Korrelatsioonide kasutamiseks tuleks katse kigus registreeritud lkide arvu N korrigeerida vastavalt seadme efektiivsusele  mida suurem on seadme efektiivsus, seda viksem lkide arv saadakse sama tihedusega kihis Lkide arvu korrigeeritakse ka puuraugu sgavuse ja diameetri ning prooveli tbi mju arvestades+Z+& % %%V  WN60 normaliseerimine,$ $$%Sarnaste omadustega pinnases N60 vrtused suurenevad sgavuse kasvades Omaduste vrdlemiseks kasutatakse normaliseerimist 100 kPa (1 atm) suhtes Normaliseeritud (N1)60 = CN x N60 Normaliseerimistegur CN = (100 kPa/SVO )n, n = 1 savile ja n = 0,5& 0,6 liivale          '.%%z%X CN liivale, $ $ $ % a\Suhteline tihedus DR = (eMAX-eO)/(eMAX  eMIN)/$ $$ $$ $$ $$ $$|%%%%%%%%%YElastsusmoodul$% b "Kompressiooni-indeks (Cc) DR kaudu,#$ $$.%% %]Kompressiooniindeksi Cc kaudu on niteks igale sgavusele vimalik leida deformatsioonimoodul^Z^.%%F%ZSisehrdenurk (puhas liiv)$% ['Sisehrdenurk (valem 73 eelmine slide)(($.!%%% \Sisehrdenurk (valem 72)$% c! 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"%% Swedish National Report , International Symposium on Cone Penetration Testing, CPT 95 Vol 1.  A relation between dynamic probing and SPT has also been established. The blow count for 0,2 m penetartion for dynamic probing type HfA is equal to the blow count for 0,3 m penetration of SPT performed in accordance with the European standard. *^^%%%%%%%!%%%%%%%%%%% %%*% %M >Andmete esialgne ttlus  GOST  $%Eeldab energia kadu lgil ja et see suureneb varraste arvu (sgavuse) suurenedes: K = (MH+e2xMV)/(MH+MV); e~0,56 MH, MV on kaal K iseloomustab suhet varda svistamisel tehtud t ja dnaamilise takistuse vahel Pd = K x A, kus A on varda svistamisel tehtud t A = (MH x H)/(e x S), kus e on svitus lgist ja S koonuse pindala Eeldab liivpinnases varraste hrdumist ja annab teguri F selle arvestamiseks sltuvalt sgavusest Pd = K x A x F Gohfeldt&}ornik (1973) annavad ka valemi lkide arvu mber arvutamiseks (normis ei kasutata): NP=N x a x F, kus a = KN/K1 (KN  K svitusintervallis, K1  K maapinna lhedal ehk esimese meetri svitamisel)xSPPcPP_PpPS       \ 7 <8*  _                       5  % %F% %+%%%%%%s%%-% %%^N DAndmete esialgne ttlus  EVS jt.##$"%bJuhul kui mdetakse hrdejudu varraste ja pinnase vahel tuleb seda arvestada (meil N20 = N  0,04 x MTOT) Andmeid vib esitada sgavus  lkide arv, eritakistus vi dnaamiline takistus Otsaku eritakistus rd = (m x g x H) / (A x e), kus A on sondi pindala ja e svitus lgist, esindab sarnaselt GOSTile svitamiseks tehtud td Dnaamiline takistus qd = rd x m/(m + m ) m on vasara mass, m  varraste, alasi ja juht varda massxZ:ZW  g   :%%5%%#% %!%%%%G%O GOSTi ja EVSi vrdlus$%Pd GOST meetodiga suurem, sest (MH+e2xMV)/(MH+MV)> (MH)/(MH+MV)  40 m sgavusel vastavalt 0,46 ja 0,21, 20 m sgavusel 0,55 ja 0,34 GOST vhendab Pd vrtust lisaks veel oluliselt ka hrde arvel (empiiriliselt), EVSi jrgi tuleks hret mta (meie hinnangul ei ole see nii suur) Pd, elimineerides sgavuse mju, vimaldab vrrelda krgemal ja sgavamal lasuvate kihtide omadusi Sama vimaldab ka parandatud lkide arv NP, kusjuures EVSi korral viks valem vlja nha jrgmine: NP20=N20 x a, kus a = KN/K1 (KN = m/(m+m ) svitusintervallis, K1 = m/(m+m ) maapinna lhedal ehk esimese meetri svitamisel)Z~Z          V   9     ! <@ %%4% %%P.Lkpenetratsiooni tulemuste kasutamine - GOST// .% Q-Lkpenetratsiooni t