Numerical Computation of Self-sustaining Magnetically Confined Electron Clouds

  • In this paper the axisymmetrical self-sustaining magnetically confined electron clouds are studied by means of the numerical computational method on the basis of the fluid theory.The electron density distribution,electric potential distribution,drift angular frequency and electron temperature can be calculated with a simplified method in which the near-equilibrium state approximation is necessary.The results are,in principle,in agreement with the experiments.
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  • [1] R. Booth, et al., N. 1. M., 151(1978), 143.[2] H. W. Lefevre, et al., IEEE Trans; NS-26(1979), 3115.[3] 郁庆长,高能物理与核物理,14(1990),973;14(1990),1067[4] T. M. O'Neil, et al., Phys. Fluids, 22(1979), 266.[5] 郁庆长,原子能科学技术,21(1987),666.[6] Yu Qingchang, Relations Between Parameters Of Self-sustaining Magnetically Confined Electron Cloud And External Conditions, Chinese J. NucI. Phys,to be published.[7] 黄佳昌,磁约束电子云中的温度问题,中国科学院高能物理所,内部资料,1991.[8] G. E. Sieger, et al., Phys. Fluids; 27(1984) 291.[9] H. Tawara, et al., Atom。Nucl. Data, 36(1987), 206.[10] S. Trajmar, et al., Phys. Reports., 97(1983), 263.[11] 郁庆长等,高能物理与核物理,15(1991),13.
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HUANG Jia-Chang. Numerical Computation of Self-sustaining Magnetically Confined Electron Clouds[J]. Chinese Physics C, 1992, 16(4): 301-307.
HUANG Jia-Chang. Numerical Computation of Self-sustaining Magnetically Confined Electron Clouds[J]. Chinese Physics C, 1992, 16(4): 301-307. shu
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Received: 1900-01-01
Revised: 1900-01-01
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Numerical Computation of Self-sustaining Magnetically Confined Electron Clouds

    Corresponding author: HUANG Jia-Chang,
  • Institute of High Energy Physics,Academia Sinica,Beijing 100039

Abstract: In this paper the axisymmetrical self-sustaining magnetically confined electron clouds are studied by means of the numerical computational method on the basis of the fluid theory.The electron density distribution,electric potential distribution,drift angular frequency and electron temperature can be calculated with a simplified method in which the near-equilibrium state approximation is necessary.The results are,in principle,in agreement with the experiments.

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