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第二章 静电模型

第二章 静电模型. 第三节 粒子移动格式的精度 假定有一简谐运动. 其解为. 对有限差分蛙跳格式. 假定. 则有. 可得. 第四节 网格 - 粒子云 - 蛙跳动力论. 共振因子. Electrostatic Solitary Structures in 2D plasma. The observations of the Fast satellite [Ergun et al., GRL, 1998]. Characteristics ：. 1. The structures have a positive potential signature .

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第二章 静电模型

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  1. 第二章 静电模型 第三节 粒子移动格式的精度 假定有一简谐运动 其解为 对有限差分蛙跳格式

  2. 假定 则有 可得

  3. 第四节 网格-粒子云-蛙跳动力论 共振因子

  4. Electrostatic Solitary Structures in 2D plasma

  5. The observations of the Fast satellite [Ergun et al., GRL, 1998].

  6. Characteristics： 1. The structures have a positive potential signature. 2. The parallel slicing of parallel electric field has bipolar structures. 4. The parallel slicing of perpendicular electric field has unipolar structure. 5. Debye-scale size in the parallel direction.

  7. The stacked profiles of the electric fields from 1D PIC simulations.

  8. The electric field and phase-space diagram of electrons from 1D PIC simulations.

  9. Multi-dimensional structure[From Chen, GRL, 2003]

  10. 2D PIC simulations Electron bi-stream instability: initially two electron components have same density and temperature mi/me=1836 Vb=3.5vth Case 1:

  11. 2D PIC simulations Electron bi-stream instability: two electron components have same density and temperature mi/me=1836 Vb=3.5vth Case 2:

  12. The parallel slicing of parallel and perpendicular electric fields at.

  13. The charge density and perpendicular electric field along the perpendicular direction in the hole at.

  14. The perpendicular electric field along the perpendicular direction in the hole atdifferent time. The solid, dash and dot lines represent , and

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