SENSITIVITY ANALYSIS IN PLANE-STRESS ELASTOPLASTICITY AND ELASTOVISCOPLASTICITY

Development of computational models for plane stress elasto-plasticity is known to make some difficulties non-existent in 3D and plane strai n formulations. Tedious derivation of plane stress algorithmic tangent matrices which cannot be directly obtained as a special case of 3D ma trices may serve here as an example. In this paper specific features o f plane stress computations are discussed in the context of parameter sensitivity analysis. Elasto-plastic material model with isotropic/kin ematic hardening as well as two viscoplastic models are considered. Ex plicit expressions for sensitivity gradients are derived. Instructive examples solved by FEM illustrate the paper.