A non-positive-definite multifrontal algorithm for finite element analysis
This paper presents the Expanded Cholesky Method (ECM) for multifrontal (MF) algorithm to solute sparse symmetric non-positive-definite finite element equations.Optimization methods for reducing the extra demand storage space of fill-ins of MF algorithm have been carefully researched.Results show that the non-positive-definite pattern MF algorithm can be used to calculate a class of non-positive-definite electromagnetic problems.
multifrontal algorithm non-positive-definite pattern finite element Ezpanded Cholesky Method
J.Tian Z.Q.Lv X.W.Shi L.Xu F.Wei
National Key Laboratory of Antenna and Microwave Technology,Xidian University,Xian 710071,P.R.China
国际会议
Asia-Pacific Conference on Environmental Electromagnetics CEEM2009(第五届亚太环境电磁学学术会议)
西安
英文
337-340
2009-09-16(万方平台首次上网日期,不代表论文的发表时间)