发明申请
US20050102343A1 Fast solution of integral equations representing wave propagation 失效
表示波传播的积分方程的快速解

  • 专利标题: Fast solution of integral equations representing wave propagation
  • 专利标题(中): 表示波传播的积分方程的快速解
  • 申请号: US10706605
    申请日: 2003-11-12
  • 公开(公告)号: US20050102343A1
    公开(公告)日: 2005-05-12
  • 发明人: Leung TsangDong ChenQin Li
  • 申请人: Leung TsangDong ChenQin Li
  • 主分类号: G06F7/38
  • IPC分类号: G06F7/38
Fast solution of integral equations representing wave propagation
摘要:
A technique for solving a set of wave equations in a region uses points arranged in a grid spanning the region or coefficients of wave expansion for objects located in the region. The grid points or the coefficients are partitioned into blocks on multiple levels, and block impedance matrices encoding the wave equations is derived for pairs of blocks. The block impedance matrix need not be calculated as it is written as the product of two non-square matrices, denoted U and V. Each of U and V have one linear dimension which is only of the order of the rank of the block impedance matrix levels. The rank is predetermined by coarse sampling. Two examples of the use of the invention are given: solving surface integral equations and Foldy Lax equations for partial waves.
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