[2] Morozov A I, Savel’ev V V.One-dimensional hydrodynamic model of the atom and ion dynamics in a stationary plasma thruster[J].Plasma Physics Reports,0,6(3).
[3] Morozov A I, Savel’ev V V.One-dimensional hybrid model of a stationary plasma thruster[J].Plasma Physics Reports,0,6,(10):875-880.
[4] Ahedo E, Martinez-Sanchez M, Martinez-Cerezo P.One-dimensional model of the plasma flow in a Hall thruster[J].Physics of plasmas,2001,8.
[5] Kybeom Kwon, Mitchell L R.Walker and dimitri N Mavris, Self-consistent, one-dimensional analysis of the Hall effect thruster[J].Plasma Sources Sci.Technol.,1,0.
[6] Dorf L, Semenov V, Raitses Y,et al.Hall thruster modeling with a given temperature profile[C].Indianapolis: 38th AIAA/ASME/SAE/ ASEE Joint Propulsion Conference & Exhibit,2002.
[7] Yu Daren, Wu Zhiwen, Wu Xiaoling.Numerical simulation for one dimensional steady quasi-neutral hybrid model of stationary plasma thruster[J].Plasma Science & Technology, 5,7(4).
[8] Jaffard S.Wavelet methods for fast resolution of elliptic problems[J].SIAM J.Math Anal, 2,9:965-987.
[9] Jaffard S.Wavelet methods for fast resolution of elliptic problems [J] .SIAM J.Math Anal,2,1.
[10] Jolm R W, Kevin A.Wavelet-galerkin solutions for one-dimensional partial differential equations[J]. International Journal for Numerical Methods in Engineering,4,1.
[11] Bertoluzza S, Naldi G.A wavelet collocation method for the numerical solution of partial differential equations[J].Applied and Computational Harmonic Analysis,9,1.
[12] AN De-cheng,Wei Guo-wei.The study of quasi-wavalets based numerical method applied to burgers’ equations[J].Applied Mathematics and Mechanic 0,1(10).
[13] SHI Lu-kui, SHEN Xue-qin, YAN Wei-li,et al.A wavelet interpolation galerkin method for the solution of boundary value problems in 2D electrostatic field[J].Journal of Hebei University of Technology,1,0(1).
[14] Wei Cai, Wu Zhang.An adaptive spline wavelet ADI(SW.ADI)method for two-dimensional reaction-diffusion equations[J].Journal of Computational Physics, 8,1(139):92-126.
[15] Wei Cai,Jiangzhong Wang.Adaptive multiresolution collocation methods for initial boundary value problems of nonlinear PDEs[J].SIAM J.Math Anal, l6,3 (3)．
[16] WANG Wen-bo, YI Xu-ming.Spline wavelets of higher order on a finite interval with arbitrary-order vanishing moments[J].J.of Math,3,3(2).
[17] Morozov A I, Bugrova A I, Desyatskov A V, et al.ATON-thruster plasma accelerator[J]. Plasma Physics Reports, 7,3(7):587-597.
[18] Bugrova A I,Desyatskov A V,Kharchevnikov V K,et al.Investigation of physical processes in SPT MAG [R].IEPC 2005-146.
[19] Da-Ren Yu,Li-Qiu Wei,Zuo-Yang Zhao,et al.Effect of preionization in aton-type Hall thruster on low frequency oscillation[J].Physics of Plasmas, 8,5.
[20] Kurzyna J, Mazouffre S, Lazurenko A,et al.Spectral analysis of Hall-effect thruster plasma oscillations based on the empirical mode decomposition[J].Physics of Plasmas,5,2.
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