24-755   Finite Element Method in Mechanics I

Location: Pittsburgh

Units: 12

Semester Offered: Fall, Intermittent

The basic theory and applications of the finite element method in mechanics are presented. Development of the FEM as a Galerkin method for numerical solution of boundary value problems. Applications to second-order steady problems, including heat conduction, elasticity, convective transport, viscous flow and others. Introduction to advanced topics, including fourth-order equations, time dependence and nonlinear problems. 12 Units Prerequisite(s): Graduate standing or consent of instructor. Crosslisted 12-755.