存在极化力的非均质圆柱形四分量尘埃等离子体中的尘埃磁声波

Sarit Maitra, Chitrita Dasgupta
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摘要

研究了非均质、有界、圆柱形尘埃等离子体中的尘埃磁声波,该等离子体包含对立极化的尘埃粒子。考虑到极化力,研究了在沿 z 轴的不均匀外部磁场作用下,r - θ 平面上的尘埃动力学。在平衡状态下,尘埃等离子体成分应遵循高斯密度分布。利用还原扰动法(RPM),推导出了可变系数圆柱卡多姆采夫-彼得维亚什维利(VCCKP)方程。对于微弱的方位角扰动,选择了 Zhang("Exp-function method via Exp-function method, Exact solutions of a kdv equation with variable coefficients," Nonlinear Dynam.发现尘埃磁声波的相速度受密度不均匀性、极化力、尘埃电荷状态比和离子电子温度比的影响。还注意到尘埃数量密度的时空演变。在所选的尘埃等离子体参数范围内,数值观测到了压缩电磁孤波的存在。此外,还讨论了不均匀性、极化力、尘埃电荷状态比和离子-电子温度比对尘埃磁声波相对振幅的影响。
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Dust magnetoacoustic waves in an inhomogeneous cylindrical four-component dusty plasma in the presence of polarization force
Dust magnetoacoustic waves have been examined in an inhomogeneous, bounded, cylindrical dusty plasma containing oppositely polarized dust particles. Considering polarization force, dust dynamics in rθ plane is studied in the presence of inhomogeneous external magnetic field along z axis. At equilibrium, the dusty plasma components are supposed to follow Gaussian density distribution. Using reductive perturbation method (RPM), a variable coefficient cylindrical Kadomtsev–Petviashvili (VCCKP) equation has been derived. For weak azimuthal perturbation, an analytical solution, obtained by Zhang (“Exact solutions of a kdv equation with variable coefficients via exp-function method,” Nonlinear Dynam., vol. 52, nos. 1–2, pp. 11–17, 2008) using Exp-function method, is chosen. Phase velocity of dust magnetoacoustic wave is found to be modified by the density inhomogeneities, polarization force, dust charge state ratio and ion-to-electron temperature ratio. Spatio-temporal evolution of the dust number densities has been noticed. Existence of the compressive electromagnetic solitary waves is observed numerically for the chosen dusty plasma parameter range. The impacts of the inhomogeneity, polarization force, dust charge state ratio and ion-to-electron temperature ratio on the relative amplitude of the dust magnetoacoustic wave are also discussed.
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