Junkwisch
Civil/Environmental
- May 1, 2015
- 15
Hi
I'm having a problem calculating the peak undrained strength, Suv. The problem I have is that I'm unsure of which equation I can use to calculate it (see attachment for equipment dimension and data (11.1m)). I have two equations with me, the first one is Suv=12T/(pi*D^2*(2D)+6H) and the second one is Suv=0.273Tmax(D^3)
For the first equation, I obtained an answer of 50.9kPa using the total torque for the depth 11.1m (combination of all torque in that column). For the second equation, my answer is 60.9kPa using Tmax of 37.1Nm. Can anyone tell me which is correct? Personally I believe it is 50.9kPa since the second equation seem to be the remolded strength instead of the peak undrained shear strength; due to the fact that I used the total torque in the column, I'm unsure of the correct result.
Best Regards
I'm having a problem calculating the peak undrained strength, Suv. The problem I have is that I'm unsure of which equation I can use to calculate it (see attachment for equipment dimension and data (11.1m)). I have two equations with me, the first one is Suv=12T/(pi*D^2*(2D)+6H) and the second one is Suv=0.273Tmax(D^3)
For the first equation, I obtained an answer of 50.9kPa using the total torque for the depth 11.1m (combination of all torque in that column). For the second equation, my answer is 60.9kPa using Tmax of 37.1Nm. Can anyone tell me which is correct? Personally I believe it is 50.9kPa since the second equation seem to be the remolded strength instead of the peak undrained shear strength; due to the fact that I used the total torque in the column, I'm unsure of the correct result.
Best Regards