To provide students with an understanding of the theory and practice of finite difference, finite element and boundary element methods applied to problems of geomechanics.Boundary value problems, solution of Poisson's equation by finite differences, variational principle for Poisson's equation, stiffness matrix and equivalent nodal force vector, finite elements and matrix assembly, variational statement and finite elements for elasticity, isoparametric elements, modelling techniques, elastoplastic finite element analysis. Indirect and direct boundary element methods for Poisson's equation, isoparametric boundary elements, direct method for elasticity.

Upon successful completion of the course, the student will be able to carry out elastic and elastoplastic analyses of stress in rock, soil and other materials. The student will know for any given problem what input data including material properties are required, which is the most suitable method of analysis, and how to obtain the best possible accuracy with available computing resources.

Assumed Knowledge: MINE2320