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Jeffrey Yi-Lin Forrest,Yong Liustablished finite element method (FEM). Recently, some authors indicated that the presence of any domain integrals undermines most advantages of the BEM. We believe that this is not true if the domain integral contains known quantities (such as body sources or initial values). The actual sources ofNoisome 发表于 2025-3-22 04:28:41
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Jeffrey Yi-Lin Forrest,Yong Liu is applied transforming the PDE on a domain . into an integral equation defined on the boundary of .. This integral equation can be discretized by Petrov-Galerkin methods defined on the surface of .. Instead of the discretization of the whole domain, only the lower dimensional boundary of . has toseparate 发表于 2025-3-22 22:28:04
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Jeffrey Yi-Lin Forrest,Yong Liue time dependency of the problem using a Laplace transform formulation. In essence, LTBE yields a solution numerical in space and semi-analytical in time. It consists of 4 steps: 1) a Laplace transform is performed on the PDE, 2) the transformed PDE is approximated using the Boundary Element MethodInstantaneous 发表于 2025-3-23 06:55:55
Jeffrey Yi-Lin Forrest,Yong Liue flows with and without shocks has been developed. The full-potential equation has been written in the form of the Poisson’s equation. Compressibility has been treated as non-homogeneity. The integral equation solution in terms of velocity field is obtained by the Green’s theorem. The solution cons