| 211 |
Analytical Methods in Engineering I (3) |
Lee, Haque |
| |
Engineering applications of the theory of complex variables: contour integration, conformal mapping, inversion integral, and boundary–value problems. Prerequisite: approval of department. (Fall) |
| 212 |
Analytical Methods in Engineering II (3) |
Lee, Haque |
| |
Algebraic methods appropriate to the solution of engineering computational problems: linear vector spaces, matrices, systems of linear equations, eigenvalues and eigenvectors, quadratic forms. Prerequisite: approval of department. (Spring) |
| 213 |
Analytical Methods in Engineering III (3) |
Haque, Lee |
| |
Analytical techniques for solution of boundary–initial-value problems in engineering: wave propagation, diffusion processes, and potential distributions. Prerequisite: approval of department. (Fall) |
| 214 |
Analytical Methods in Engineering IV (3) |
Haque |
| |
Introduction to variational methods in engineering: Ritz and Galerkin approximation methods of boundary–value problems, aspects of linear integral equations arising from engineering analysis. Prerequisite: approval of department. (Spring, even years) |
| 215 |
Analytical Methods in Engineering V (3) |
Staff |
| |
Advanced methods of solution of boundary–initial-value problems in engineering: characteristics, wave propagation, and Green's functions. Prerequisite: ApSc 213. (Fall, odd years) |
| 216 |
Special Topics in Engineering Analysis (3) |
Staff |
| |
Selected topics, such as perturbation techniques applied to approximate solution of nonlinear boundary and initial-value problems in engineering; application of singular integral equations in problems of mechanics. Prerequisite: approval of department. (As arranged) |
