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Self-consistent analysis of three-dimensional uniformly charged ellipsoid with zero emittance

机译:具有零发射的三维均匀带电椭球的自洽分析

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摘要

A self-consistent treatment of a three-dimensional ellipsoid with negligible emittance in the time-dependent external field is performed. Envelope equations describing the evolution of an ellipsoid boundary are discussed. For a complete model, it is required that the initial particle momenta be linear functions of the coordinates. Numerical examples and verification of the problem by three-dimensional particle-in-cell simulations are given. (C) 2001 American Institute of Physics. [References: 7]
机译:在时间相关的外部场中对发射量可忽略不计的三维椭圆体进行了自洽处理。讨论了描述椭圆体边界演化的包络方程。对于完整的模型,要求初始粒子矩是坐标的线性函数。给出了数值示例,并通过三维粒子模拟对问题进行了验证。 (C)2001美国物理研究所。 [参考:7]

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