Concepts of generalized derivatives; concepts of Sobolev spaces; differential/variational equations and boundary value problems in Sobolev spaces; finite element spaces; variational equations and boundary value problems in finite element spaces; standard one-, two-, and three-dimensional elements; mapping and isoparametric elements; use of mapping in mesh generation; use of numerical integration in finite elements; solution of the system of linear equations arising from the finite element method; implementation of finite element programs for solving boundary value problems.

Credits: 3.0 (three)