Computational Mechanics

Bilateral algorithms and their applications.- A plate analogy for plane imcompressible viscous flow.- Finite elements and fluid dynamics.- Experience with forward marching nonlinear solutions of the navier stokes equations.- Perturbation procedures in nonlinear finite element structural analysis.- Computational methods for stress wave propagation in nonlinear solid mechanics.- On free surface problems: Methods of variational and quasi variational inequalities.- Continuous and discontinuous finite element approximations of shock waves in nonlinear elastic solids.- On the solution of large, sparse sets of nonlinear equations.- Recent developments and problem areas in computational fluid dynamics.- Regularization in celestial mechanics.- Iterative solution of linear and nonlinear systems derived from elliptic partial differential equations.- Visco-plasticity, plasticity, creep and visco-plastic flow.