harrohb
Civil/Environmental
- Feb 8, 2022
- 2
Hi all, sorry for the wall of text but I was wondering if someone could “fact check” my understanding of what is happening in a CU test…
Sample is saturated with back pressure and B value confirmed with cell pressure (undrained). Sample is then consolidated, initial effective stress is 0 as the cell pressure is transmitted to the pore water. Drainage valves open and sample consolidates, the pore pressure dissipates and the cell pressure is instead taken up by grain to grain contacts and effective stress increases to cell pressure. Consolidation was isotropic so there is no deviatoric stress and therefore no shear stress.
Once the undrained shear stage starts, an axial pressure is applied to the sample. Deviatoric and shear stress increase. If we assume the soil behaves contractive then as the test is undrained the pore water will resist the contractive behaviour and the sample volume will remain constant (and void ratio). Pore pressure will increase. This in turn reduces the effective stress (the increased pore pressure is essentially “pushing” the grains apart, counteracting the effective stress forces. Despite the volume remaining the constant, the increased deviatoric and shear stress will cause the soil structure to destabilise and the grains to reorientate until the stress reaches a value where shear failure occurs.
The final Mohr circles for total and effective stress represent the amount of stress taken up by the grain to grain contact and pore pressure, and the amount of stress just taken up by the grain to grain contact, respectively (both at failure).
1/2 of the deviatoric stress represents the undrained shear strength. Any additional cell pressure AFTER the sample was consolidated would not cause any additional increase in undrained shear strength, as it would be taken up by the pods pressure. The shear stresses you’d need to apply for the soil to fail would remain the same regardless. The Su is purely defined by cohesion in this formula
The effective stress failure envelope is a line tangential to the effective stress Mohr circle and is defined by Phi and cohesion. It does not represent the soil in its current state at the end of the test (as excess pore pressures are in play). The mohr circle would shift to the “right” if the sample did drain as effective stress would increase with dissipation of pore pressure.
Am I on the right path here? I feel like I’m slightly misunderstanding what the effective stress Mohr envelope represents, I’d appreciate any feedback.
Another question I had was, if dilation and contraction is resisted by pore pressure during a Cu test and the volume remains the same, how is it that a sample can change from contractive to dilative behaviour, what is happening in the soil structure to allow this?
Sample is saturated with back pressure and B value confirmed with cell pressure (undrained). Sample is then consolidated, initial effective stress is 0 as the cell pressure is transmitted to the pore water. Drainage valves open and sample consolidates, the pore pressure dissipates and the cell pressure is instead taken up by grain to grain contacts and effective stress increases to cell pressure. Consolidation was isotropic so there is no deviatoric stress and therefore no shear stress.
Once the undrained shear stage starts, an axial pressure is applied to the sample. Deviatoric and shear stress increase. If we assume the soil behaves contractive then as the test is undrained the pore water will resist the contractive behaviour and the sample volume will remain constant (and void ratio). Pore pressure will increase. This in turn reduces the effective stress (the increased pore pressure is essentially “pushing” the grains apart, counteracting the effective stress forces. Despite the volume remaining the constant, the increased deviatoric and shear stress will cause the soil structure to destabilise and the grains to reorientate until the stress reaches a value where shear failure occurs.
The final Mohr circles for total and effective stress represent the amount of stress taken up by the grain to grain contact and pore pressure, and the amount of stress just taken up by the grain to grain contact, respectively (both at failure).
1/2 of the deviatoric stress represents the undrained shear strength. Any additional cell pressure AFTER the sample was consolidated would not cause any additional increase in undrained shear strength, as it would be taken up by the pods pressure. The shear stresses you’d need to apply for the soil to fail would remain the same regardless. The Su is purely defined by cohesion in this formula
The effective stress failure envelope is a line tangential to the effective stress Mohr circle and is defined by Phi and cohesion. It does not represent the soil in its current state at the end of the test (as excess pore pressures are in play). The mohr circle would shift to the “right” if the sample did drain as effective stress would increase with dissipation of pore pressure.
Am I on the right path here? I feel like I’m slightly misunderstanding what the effective stress Mohr envelope represents, I’d appreciate any feedback.
Another question I had was, if dilation and contraction is resisted by pore pressure during a Cu test and the volume remains the same, how is it that a sample can change from contractive to dilative behaviour, what is happening in the soil structure to allow this?