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- W2364452959 abstract "The Laplace equation with homogeneous or periodic boundary condition constructs the eigenvalue problem of Sturm Liouville equations and the solving of the eigenvalue problem will obtain a series of eigenvalues and corresponding eigenfunctions. The intrinsic relation between the new style equivalent source method (NEMS, including circular equivalent source method, rectangular equivalent source method and rectangular circular equivalent source hybrid method) in electro magneto static field and eigenvalue problem is revealed in this paper, i.e. the eigenvalue problem is the theoretical basis of NESM. When charge simulation method (CSM), multiple multi pole method (MMP), multi pole theory or the NESM is applied, the selection of parameters such as number, position, charging volume or orders of inner or outer poles and equivalent sources is the bottleneck of affecting the application of these methods. The comprehensive application of solution visualization and calculation errors at check points on field boundaries to determine relevant parameters would not only make solution correct, but also increase the precision and efficiency of calculation." @default.
- W2364452959 created "2016-06-24" @default.
- W2364452959 creator A5061254882 @default.
- W2364452959 date "2003-01-01" @default.
- W2364452959 modified "2023-09-26" @default.
- W2364452959 title "The Application of Eigenvalue Problem and Visualization Technology in Calculation of Electro-magneto Static Field" @default.
- W2364452959 hasPublicationYear "2003" @default.
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