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<br />• <br />• <br />Consolidated Undrained Triaxial Lab Data <br />From COLDER ASSOC/AYES !NG <br />Project: MONTGOMERY WATSON/LAB TEST/CO <br />Project Number: 003-21 ] 1-1 <br />Explination of Terminology <br />Mohr-Coulomb Failure Criteria: <br />T1r = c'+as'tatt ~' <br />Tg=c+vgtatt~ <br />Where: <br />c', c = effective and total cohesive intercept <br />~', ~ =effective and total friction angle <br />Ter = Shear Strength on the failwe swfxe at failure <br />6~~ 6^- effective and total normal stress on the failwe swfxe at failwe <br />Stress Path Suace: <br />6t-6s ~ dt+C~: <br />9= 2 P= 2 <br />ere' <br />q = shear stres, <br />p', p = mean e$~eclive and total stress <br />6'' ~ 6' =Effective and Total Axial Stress <br />6~' ~ 6' = Effective and Total Confining Stress <br />y=n+ptanW <br />4 = a+ ~P - uo)tan W <br />6~+6.: <br />P 2 <br />Where: <br />a', a =intercept of the q-axis in effective stres, of total strew space <br />~' l~ =angle of the failure line in effective stress of total stress space <br />p' = mean effective stye„ <br />p-Uo = mean total minus the initial pore pressure <br />u~th the relationship bebveen Vt and ~ and a and c are as follows: <br />tan(yl) = sm(~) <br /> <br />Prb,ird nn O!i/1111 <br />Uoldei Assocmtes Inc. <br />East Flume Kevwm~ trim - ? nts zl s.sls <br />