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矢量有限元方法精确计算轴对称 谐振腔高阶模 被引量:1

Accurate Computation on High Order Modes of Axial-symmetric Cavity with Vector Finite Element Method
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摘要 采用矢量有限元方法计算了任意轴对称谐振腔高阶模的本征频率.这种方法能够将数学模型和物理理论很好地结合起来,避免了一般有限元方法计算谐振腔本征模式中可能出现伪根的问题,并且可以通过采用二阶标量和矢量基函数,在较少的网格数的情况下得到很高的计算精度.基于该方法的程序Cafe为进一步精确研究下一代直线对撞机失谐结构的尾场奠定了基础. Eigenfrequencies of high order modes in the axial-symmetric cavities are computed with a vector finite element method. Mathematics models and physics theories are combined in a rational way, which avoids the spurious modes caused by ordinary finite element methods. Using quadratic scalar and vector basis functions, high accuracy of results are available with few meshes. A code named Cafe is presented. It provides a good base for further research of wakefields of the detuned structures in next generation linear collider.
作者 韦石 林郁正
出处 《高能物理与核物理》 EI CSCD 北大核心 2001年第10期1017-1021,共5页 High Energy Physics and Nuclear Physics
基金 国家自然科学基金(1977503)资助
关键词 直线对撞机 矢量有限元 本征频率 轴对称谐振腔 高阶模 计算精度 linear collider, vector finite element, high order mode
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参考文献3

  • 1金建铭,电磁场有限元方法,1998年,164页
  • 2Li Zhenghai,Computational Accelerator Physics,1997年,39页
  • 3Zhan Xiaowei,Computational Accelerator Physics,1997年,389页

同被引文献3

  • 1ZHAN Xiao-Wei. Transverse Wakefield Analysis for the NLC&JLC Detuned Structures on a Parallel Computer. In : National Accelerator Facility ed. Computational Accelerator Physics. Virginia: Williamsburg Press,1997.
  • 2Erie Michael Nelson. High Accuracy Electromagnetic Field Solvers for Cylindrical Waveguides and Axisymmetrie Structures Using the Finite Element Method : SLAC-R-431. Stanford University, 1993.
  • 3Roger G Grimes, John G Lewis, Horst D Simon. Siam J. Matrix Anal.Appl., 1994,15(1) : 1-45.

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