課程概述 |
一 Introduction
二 Boundary Conditions.
三 well posedness, consistency
四 Stability, convergence
五 numerical diffusion, numerical dispersion
六 calibration, verification, prediction
七 放假
八 Gaussian quadrature
九 期中考
十 Gauss-Seidel iteration, Crank-Nicolson method
十一 Fourier stability analysis
十二 Tridiagonal matrix problem
十三 Finite difference method
十四 Finite Element method
十五 Finite Element method
十六 Boundary integral equation method
十七 Boundary integral equation method
十八 期末考
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