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Titlebook: Boundary Elements XIII; C. A. Brebbia,G. S. Gipson Book 1991 Computational Mechanics Publications 1991 Finite-Elemente-Methode.Rotor.Simul

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发表于 2025-3-21 17:57:46 | 显示全部楼层 |阅读模式
期刊全称Boundary Elements XIII
影响因子2023C. A. Brebbia,G. S. Gipson
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图书封面Titlebook: Boundary Elements XIII;  C. A. Brebbia,G. S. Gipson Book 1991 Computational Mechanics Publications 1991 Finite-Elemente-Methode.Rotor.Simul
影响因子Since its origin in 1978, the International Conference on Boundary Element Methods has provided the recognized and established forum for innovations in boundary element research. Practically all new ideas on boundary ele­ ments have been presented at these conferences and the resulting papers can be found in the published books. The conference brings together the most renowned scientists and engineers working on boundary element research throughout the world. A unique feature of these meetings is that the participation of younger researchers is actively encouraged by the organizers in an effort to .bring forward to the attention of the international community an ever expanding range of new ideas. This book contains the edited version of the papers presented at the XIIIth BEM Conference held in Tulsa, Oklahoma in August of 1991. The meeting attracted a large number of participants and many excellent contributions which have been divided into nineteen different sections, i.e. Potential Prob­ lems; Diffusion and Convection Problems; Fluid Mechanics; Fluid Flow; Wave Propagation; Groundwater Flow; Heat Transfer; Electrical Problems; Geomechanics; Plates and Shells; Inelastic Problems;
Pindex Book 1991
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ts and many excellent contributions which have been divided into nineteen different sections, i.e. Potential Prob­ lems; Diffusion and Convection Problems; Fluid Mechanics; Fluid Flow; Wave Propagation; Groundwater Flow; Heat Transfer; Electrical Problems; Geomechanics; Plates and Shells; Inelastic Problems; 978-94-011-3696-9
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The Laplace Transform Boundary Element (LTBE) Method for the Solution of Diffusion-Type Equationsobtained from two- and three-dimensional test cases of heat conduction and groundwater flow using a standard BEM simulator and analytical models. For a single time-step, LTBE requires an execution time 6 times longer than the analogous BEM requirement without an increase in storage. This disadvantag
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Lagrangian Approach of BEM for Incompressible Unsteady Viscous Flow is based on the accuracy of the boundary elements, an approximation function for the singularity of E.(s)–S1(s) and a replacing integral for the other singularity on the collocated element integral are given.
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https://doi.org/10.1007/978-981-287-763-5tion. This is achieved coupling BEM and perturbation technique. After stating the procedure two examples of application are numerically solved shoving the efficiency and accuracy of the proposed technique.
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Treatment of Corners in the Complex Variable Boundary Element Methodmatrix equations is necessary when one follows the guidelines set forth in this paper. The methodology is successfully applied to four example problems with available analytical solutions, and comparisons are also made with published results from a specialized real variable boundary element method corner-handling formulation.
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