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LOCAL ADAPTIVE MULTIGRID FOR FINITE INTEGRALSTECHNIQUE

机译:有限积分技术的局部自适应多重网格

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摘要

This paper contains an analysis of the local adaptive approach for Finite IntegralsrnTechnique (FIT), suitable and efficient in solving electromagnetic field problems encountered inrncompact modelling of on-chip passive structures at high frequencies. More scientific applicationsrnhave the property of high speed varying solution in small surfaces/volumes of the modeled domain. Tornsolve efficiently this kind of problems, the adaptive strategies are used to concentrate grid nodes inrnregions where probability of errors appearance is. In this way the quality of approximated solutionrncan be improved while the total number of nodes is maintained at a low level. The Adaptive MeshrnRefinement (AMR) technique we propose uses Octree data-structure. Theoretical aspects andrnobtained numerical results are presented.
机译:本文包含对有限积分技术(FIT)的局部自适应方法的分析,该方法适合且高效地解决了在高频下对片上无源结构进行紧凑建模时遇到的电磁场问题。更科学的应用具有在建模域的较小表面/体积中高速变化解的性质。为了有效地解决此类问题,自适应策略用于将网格节点集中在出现错误概率的区域内。这样,可以在将节点总数保持在较低水平的同时,提高近似解的质量。我们提出的自适应MeshrnRefinement(AMR)技术使用Octree数据结构。提出了理论方面和获得的数值结果。

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  • 来源
  • 会议地点 Bucharest(RO);Bucharest(RO)
  • 作者

    C?t?lin Ciobotaru; Daniel Ioan;

  • 作者单位

    Numerical Methods Lab (LMN), Electrical Engineering Departmentrn"Politehnica" University of Bucharest, Spl. Independen?ei 313, 77206, Bucharest, RomaniarnEmail:catalinc@lmn.pub.ro;

    Numerical Methods Lab (LMN), Electrical Engineering Departmentrn"Politehnica" University of Bucharest, Spl. Independen?ei 313, 77206, Bucharest, Romania Email:daniel@lmn.pub.ro;

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  • 正文语种 eng
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