----- 有限元法第一方法
1. Historical introduction 2. Weighted residual and variational methods 3. The finite element method for elliptical problems 4. Higher-order elements: the isoparametric concept 5. Further topics in the finite element method 6. Convergence of the finite element method 7. The boundary element method 8. Computational aspects 9. References APPENDICES A. Partial differential equation models in the physical sciences B. Some integral theorems of the vector calculus C. A formula for integrating products of area coordinates over a triangle D. Numerical integration formulae E. Stehfest's formula and weights for numerical Laplace transform inversion
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