The undrained shear behavior of soft rocks consisting of clayey sand and silty clay is simulated by applying an elasto-viscoplastic soil model to the Finite Element Method (FEM). The model parameters are empirically determined based on plasticity index (PI). Comparison with test data shows that the analysis can explain the laboratorymeasured behavior of soft rocks for a wide range of consolidation pressure and for both normally and overconsolidated states. The results indicate that (1) for clayey soft rock, the behavior can be represented by an elasto-viscoplastic model, and (2) the empirical method of determining the model parameters can be used where there is insufficient test information to directly define the model parameters. The computed and the observed undrained shear behavior are discussed by a detailed analysis of stress-strain, excess pore pressure-strain and effective stress paths. The effects of viscid model parameters on the mechanical behavior of the soil model used are also discussed.
A visco-plastic model is used to simulate the undrained behavior of soft rocks sampled from the Sodegaura site near Tokyo. The model parameters are empirically determined from plasticity index (PI). By comparison with test data, it is found that predictions of undrained shear strength differ from the experimental results slightly, but excess pore pressures fit the test data quite well. Generally, the model can explain the behavior of soft rocks for a wide range of consolidation pressure and for both normal and overconsolidated states.
The empirical method of determining the model parameters can be applied to soft rocks. Where insufficient information expects to directly define the model parameters, the empirical relationships between PI and the model parameters can be used.
For the elasto-viscoplastic model used, the viscid model parameters, α and
v0, have a significate effect on the performance of the model. Numerical results indicate that under the conditions where volumetric strain rate,
v (related to the speed of shearing
etc.), is larger than the initial volumetric strain rate,
v0 (
v>
v0), the smaller the
v0 and the larger the α value are, the higher the predicted undrained strength will be.
View full abstract