首页> 美国政府科技报告 >Energy Conserving Non-Relativistic Guiding Center Mechanics and the Galilean Principle of Relativity

【24h】

Energy Conserving Non-Relativistic Guiding Center Mechanics and the Galilean Principle of Relativity

机译：能量守恒非相对论导向中心力学与伽利略相对论原理

获取原文

页面导航

摘要
著录项
相似文献
相关主题

摘要

Arguments and representative examples are given that suggest that exact energy conservation and Galilei invariance are incompatible in non-relativistic guiding-center mechanics. Provided that this is true in general, it also follows that exact energy conservation and Lorentz invariance are incompatible in relativistic guiding-center mechanics. It would furthermore follow that ever guiding-center mechanics with exact energy conservation is a non-unique theory owing to the principle of relativity. The paper also presents a Galilei invariant guiding-center mechanics that does not conserve energy. (ERA citation 10:007906)

著录项

作者
Wimmel, H. K.;
展开▼
作者单位

展开▼
年度 1983
页码 1-30
总页数 30
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Classical Mechanics; Center-of-Mass System; Conservation Laws; Galilei Transformations; Lorentz Invariance; Phase Space; Relativistic Range; Relativity Theory;

机译：经典力学;质心系统;守恒定律;伽利略变换;洛仑兹不变性;相空间;相对论范围;相对论;

相似文献

外文文献
中文文献
专利

1. A note on the conservation of mechanical energy and the Galilean principle of relativity [J] . F C Santos, V Soares, A C Tort European journal of physics: A journal of the European Physical Society . 2010,第4期

机译：关于机械能守恒和相对论的伽利略原理的注释
2. Non-Perturbative Guiding Center and Stochastic Gyrocenter Transformations: Gyro-Phase Is the Kaluza-Klein 5th Dimension also for Reconciling General Relativity with Quantum Mechanics [J] . Claudio Di Troia Journal of Modern Physics . 2018,第4期

机译：非摄动导引中心和随机陀螺中心转换：陀螺相是 Kaluza-Klein 第5 维，也用于使广义相对论与量子力学相协调
3. An 18 Moments Model for Dense Gases: Entropy and Galilean Relativity Principles without Expansions [J] . Sebastiano Pennisi Entropy . 2014,第1期

机译：稠密气体的18矩模型：无扩展的熵和伽利略相对论原理
4. THE GALILEAN RELATIVITY PRINCIPLE AS NON-RELATIVISTIC LIMIT OF EINSTEIN'S ONE IN EXTENDED THERMODYNAMICS [C] . S. PENNISI, M.C. CARRISI, A. SCANU Meeting on Waves and Stability in Continuous Media . 2006

机译：加利利亚莱边缘原理作为爱因斯坦的非相对论极限在延长热力学中的一个
5. An investigation of student understanding of Galilean relativity. [D] . Boudreaux, Andrew. 2002

机译：调查学生对伽利略相对论的理解。
6. An Information Ontology for the Process Algebra Model of Non-Relativistic Quantum Mechanics [O] . William Sulis 2020

机译：非相对论量子力学过程代数模型的信息本体论
7. An 18 Moments model for Dense Gases: Entropy and Galilean Relativity Principles without Expansions [O] . Carrisi, Maria Cristina, Pennisi, Sebastiano 2015

机译：稠密气体的18矩模型：无膨胀的熵和伽利略相对论原理

Energy Conserving Non-Relativistic Guiding Center Mechanics and the Galilean Principle of Relativity

摘要

著录项

相似文献

相关主题

期刊订阅