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Unformatted text preview: 3. Introduction to Boundary Element Methods (BEMs) a. Overview of BEMs for Solving Integral Equations b. Direct boundary element formulation for 1 st and 2 nd kind integral equations for Laplace equation c. Galerkin treatments of 1 st and 2 nd kind integral equations and Lagrange interpolation basis functions on triangles d. Direct and Krylov based methods for solving matrix equations e. Direct boundary element formulation for surface integral equations, EFIE and MFIE for solving EM scattering from PEC objects f. Galerkin treatments of EFIE and MFIEs and vector basis functions g. Internal resonances and CFIE Grading: The grading of this course is based on homeworks (35%), a mid-term (20%), group computer projects (25%) and a final computer project (20%). Each project team should consist of no-more than four persons. There will be three computer projects and one final project....
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- Fall '09