This course serves as an introduction to the basic theory of the finite element method. Topics covered include matrix structural analysis variation form of differential equations, Ritz and weighted residual approximations, and development of the discretized domain solution. Techniques are developed in detail for the one- and two-dimensional equilibrium problem. Examples focus on elasticity and heat flow with reference to broader applications. Students are supplied microcomputer programs and gain experience in solving real problems. Note: Students cannot receive credit for both this course and CE/ME 3303 Applied Finite Element Methods.
Prerequisites
Elementary differential equations, solid mechanics and heat flow.