Two consolidated-undrained (CU) triaxial tests are carried out on a sample of saturated overconsolidated clay. Table Q2 lists the main results at failure. 2. Table Q2: Results from CU triaxial test Test No Minor principal total stress 03 [kPa] 30 Axial load Pore water pressure [N] 450 [kPa] 10 Test 1 Test 2 60 700 20 (a) Based on the results in Table Q2, calculate the following total and effective principal stresses at failure: 01, o'1, o'3 in kPa. For the calculation, consider a constant cross-sectional area of the sample of 100 cm? 8 marks (b) Draw the two Mohr Circles at failure and the failure envelope for Test 1 and Test 2. 110 ma (c) Compute the relevant effective strength parameters obtained from Test 1 and Test 2.

Principles of Geotechnical Engineering (MindTap Course List)
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Author:Braja M. Das, Khaled Sobhan
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Chapter11: Compressibility Of Soil
Section: Chapter Questions
Problem 11.16P
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Two consolidated-undrained (CU) triaxial tests are carried out on a sample of
saturated overconsolidated clay. Table Q2 lists the main results at failure.
2.
Table Q2: Results from CU triaxial test
Minor principal
total stress 03
[kPa]
30
Test No
Axial
load
Pore water
pressure
[N]
450
[kPa]
10
Test 1
Test 2
60
700
20
(a) Based on the results in Table Q2, calculate the following total and effective
principal stresses at failure: 01, o'1, o'3 in kPa. For the calculation, consider
a constant cross-sectional area of the sample of 100 cm?.
8 mark
(b) Draw the two Mohr Circles at failure and the failure envelope for Test 1 and
Test 2.
[10 mas
(c) Compute the relevant effective strength parameters obtained from Test 1
and Test 2.
Transcribed Image Text:Two consolidated-undrained (CU) triaxial tests are carried out on a sample of saturated overconsolidated clay. Table Q2 lists the main results at failure. 2. Table Q2: Results from CU triaxial test Minor principal total stress 03 [kPa] 30 Test No Axial load Pore water pressure [N] 450 [kPa] 10 Test 1 Test 2 60 700 20 (a) Based on the results in Table Q2, calculate the following total and effective principal stresses at failure: 01, o'1, o'3 in kPa. For the calculation, consider a constant cross-sectional area of the sample of 100 cm?. 8 mark (b) Draw the two Mohr Circles at failure and the failure envelope for Test 1 and Test 2. [10 mas (c) Compute the relevant effective strength parameters obtained from Test 1 and Test 2.
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