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Lagrangian Formulation of a Consistent Relativistic Guiding Center Theory

机译：拉格朗日一致相对论指导中心理论的形成

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摘要

A new relativistic guiding center mechanics is presented that conserves energy (in time-independent fields) and satisfies a Liouville's theorem. The theory reduces to Littlejohn's theory in the non-relativistic limit and agrees to leading orders in epsilon identical rsub(g)/L with the relativistic theory by Morozov and Solov'ev (which generally lacks a Liouville's theorem). The new theory is developed from an appropriate Lagrangian and is supplemented by a collisionless relativistic kinetic equation for the guiding centers. Moment equations for guiding center density and energy density are also derived. (ERA citation 08:056717)

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作者
Wimmel, H. K.;
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年度 1983
页码 1-33
总页数 33
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Relativistic Plasma; Collisionless Plasma; Energy Conservation; Guiding-Center Approximation; Lagrangian Function;

机译：相对论等离子体;无碰撞等离子体;能量守恒;导向中心逼近;拉格朗日函数;

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专利

1. Lagrangian and Hamiltonian constraints for guiding-center Hamiltonian theories [J] . Tronko Natalia, Brizard Alain J. Physics of plasmas . 2015,第11期

机译：引导中心哈密顿理论的拉格朗日和哈密顿约束
2. Lagrangian theory of structure formation in relativistic cosmology. Ⅳ. Lagrangian approach to gravitational waves [J] . Fosca Al Roumi, Thomas Buchert, Alexander Wiegand Physical Review D . 2017,第9a12CD期

机译：拉格朗日结构形成中相对论宇宙学的理论。 ⅳ。拉格朗日对引力波的方法
3. Lagrangian theory of structure formation in relativistic cosmology. IV. Lagrangian approach to gravitational waves [J] . Fosca Al Roumi, Thomas Buchert, Alexander Wiegand Physical review, D . 2017,第12aPta1期

机译：拉格朗日结构形成中相对论宇宙学的理论。 IV。拉格朗日对引力波的方法
4. Consistent relativistic quantum theory for systems/particles described by non-Hermitian Hamiltonians and Lagrangians [C] . Frieder Kleefeld International workshop on hadron physics of low energy QCD . 2003

机译：非私人哈密顿人和拉格朗吉人描述的系统/粒子的一致相对论量子理论
5. Self -consistent simulation of radiation and space -charge in high -brightness relativistic electron beams. [D] . Gillingham, David R. 2007

机译：高亮度相对论电子束中辐射和空间电荷的自洽模拟。
6. Lagrangian formulation with dissipation of Born-Oppenheimer molecular dynamics using the density-functional tight-binding method [O] . Guishan Zheng, Anders M. N. Niklasson, Martin Karplus -1

机译：使用密度泛函紧密结合方法耗散Born-Oppenheimer分子动力学的拉格朗日公式
7. Consistent relativistic Quantum Theory for systems/particles described by non-Hermitian Hamiltonians and Lagrangians [O] . Kleefeld, F. 2003

机译：所描述的系统/粒子的一致相对论量子理论非厄米特人汉密尔顿主义者和拉格朗日主义者
8. Regularization of Hamilton-Lagrangian Guiding Center Theories [R] . Correa-Restrepo, D., Wimmel, H. K. 1985

机译：Hamilton-Lagrangian指导中心理论的正则化

Lagrangian Formulation of a Consistent Relativistic Guiding Center Theory

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