Consolidated-drained triaxial tests 0z (kN/m²) (Ao d; (kN/m²) 150 527 275 965 350 1225 450 1580 510 1800 Figure 12.58 Task 2: Loading the specimen through a specified stress path A soil specimen is loaded along the stress path O (0, 0), P (250, 0), and A (675, 1000) under drained conditions to reach point A close to the failure line estab- lished in Task 1 (Figure 12.58). Determine the combinations of confining pres- sure and deviator stresses applied to the triaxial specimen at 0, P, and A in order to follow the stress path O-P-A. © Cengage Leaming 2014 Failure line Stress path O-P-A © Cengage Leaming 2014

Principles of Geotechnical Engineering (MindTap Course List)
9th Edition
ISBN:9781305970939
Author:Braja M. Das, Khaled Sobhan
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Chapter12: Shear Strength Of Soil
Section: Chapter Questions
Problem 12.1CTP
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Problem No. 12.C.1 @ Page 488 - 489

Books: Principles of Geotechnical Engineering by Braja M. Das 8th Edition

Consolidated-drained triaxial tests
73 (kN/m²)
(Ar); (kN/m²)
150
527
275
965
350
1225
450
1580
510
1800
Figure 12.58
Task 2: Loading the specimen through a specified stress path
A soil specimen is loaded along the stress path O (0, 0), P (250, 0), and A (675,
1000) under drained conditions to reach point A close to the failure line estab-
lished in Task 1 (Figure 12.58). Determine the combinations of confining pres-
sure and deviator stresses applied to the triaxial specimen at 0, P, and A in order
to follow the stress path O-P-A.
© Cengage Leaming 2014
Failure line
Stress path O-P-A
O Cengage Learning 2014
Transcribed Image Text:Consolidated-drained triaxial tests 73 (kN/m²) (Ar); (kN/m²) 150 527 275 965 350 1225 450 1580 510 1800 Figure 12.58 Task 2: Loading the specimen through a specified stress path A soil specimen is loaded along the stress path O (0, 0), P (250, 0), and A (675, 1000) under drained conditions to reach point A close to the failure line estab- lished in Task 1 (Figure 12.58). Determine the combinations of confining pres- sure and deviator stresses applied to the triaxial specimen at 0, P, and A in order to follow the stress path O-P-A. © Cengage Leaming 2014 Failure line Stress path O-P-A O Cengage Learning 2014
Critical Thinking Problem
12.C.1 A soil element in the field may go through various complicated stress
paths during the lifetime of a geotechnical structure. It is sometimes possible
to simulate these field conditions by advanced triaxial stress path testing,
in which the axial and confining pressures are independently controlled and
varied to achieve a desired stress path in the p'-q space. This way, soil
behavior can be predicted under more realistic field conditions. In this
problem, we will investigate the influence of stress paths in producing the
most damaging strains in a granular material undergoing consolidated
drained triaxial testing. The following definitions of p' (mean normal
effective stress) and q (deviatoric stress) are used in this study (Schofield
and Wroth, 1968):
p' =(o + o; + ơ;) = (o + 203), (note: o'; = o', for triaxial tests)
q = 01 – 03
Task 1: Establishing the failure line in the p' – q space
The following table shows the results of a series of consolidated-drained triaxial
tests on a medium dense granular soil. Draw the stress paths for each test in the
p'-q space. Also, establish the failure line going through the origin and con-
necting the failure points (p/, q).
Transcribed Image Text:Critical Thinking Problem 12.C.1 A soil element in the field may go through various complicated stress paths during the lifetime of a geotechnical structure. It is sometimes possible to simulate these field conditions by advanced triaxial stress path testing, in which the axial and confining pressures are independently controlled and varied to achieve a desired stress path in the p'-q space. This way, soil behavior can be predicted under more realistic field conditions. In this problem, we will investigate the influence of stress paths in producing the most damaging strains in a granular material undergoing consolidated drained triaxial testing. The following definitions of p' (mean normal effective stress) and q (deviatoric stress) are used in this study (Schofield and Wroth, 1968): p' =(o + o; + ơ;) = (o + 203), (note: o'; = o', for triaxial tests) q = 01 – 03 Task 1: Establishing the failure line in the p' – q space The following table shows the results of a series of consolidated-drained triaxial tests on a medium dense granular soil. Draw the stress paths for each test in the p'-q space. Also, establish the failure line going through the origin and con- necting the failure points (p/, q).
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