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A Distributed Algorithm for Multi-Region Problemin BEM

A Distributed Algorithm for Multi-Region Problemin BEM
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摘要 The situation of multi-region problem may often appear when boundary element method (BEM) is applied in practical problems especially in VLSI-CAD.It is difficult to deal with this problem if traditional methods are used. Particularly,when the problem to be solved contains a lot of materials, the advantages of usingBEM such as simplicity) convenience and rapidity will be weakened due to the complexity of solving complex boundary element equation. In this paper a distributedalgorithm for multi-region problem in BEM is presented. This algorithm has beenimplemented in a distributed system consisting of 3 workstations to extract VLSIlayout parameters. The results show that the calculation time of this distributedalgorithm is less than that of the traditional methods. The results also demonstratethat this algorithm can speed up the computation and has the features of parallelismand high efficiency. The situation of multi-region problem may often appear when boundary element method (BEM) is applied in practical problems especially in VLSI-CAD.It is difficult to deal with this problem if traditional methods are used. Particularly,when the problem to be solved contains a lot of materials, the advantages of usingBEM such as simplicity) convenience and rapidity will be weakened due to the complexity of solving complex boundary element equation. In this paper a distributedalgorithm for multi-region problem in BEM is presented. This algorithm has beenimplemented in a distributed system consisting of 3 workstations to extract VLSIlayout parameters. The results show that the calculation time of this distributedalgorithm is less than that of the traditional methods. The results also demonstratethat this algorithm can speed up the computation and has the features of parallelismand high efficiency.
出处 《Journal of Computer Science & Technology》 SCIE EI CSCD 1999年第6期558-564,共7页 计算机科学技术学报(英文版)
关键词 boundary element method (BEM) distributed algorithm VLSICAD boundary element method (BEM), distributed algorithm, VLSICAD
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参考文献3

  • 1Wang Z Y,IEEE Trans Comput Aided Des,1992年,11卷,497页
  • 2Hu N,Proc of 4th China Japan Sym on Boundary Element Method,1991年,119页
  • 3Wei C,IEEE Trans Microwave Theory Tech,1984年,32卷,439页

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