节点文献
非保守系统的积分不变量及其在现代物理中的应用
Integral Invariant in Noncoservative Systems and Its Application in Modern Physics
【摘要】 本文导出了非保守系统的庞卡勒-卡当(Poincaré-Cartan)积分不变量和庞卡勒通用积分不变量.并以积分不变量为工具,研究了三度对称螺旋扇回旋加速器中粒子的非线性振动.结果表明,该方法是成功的.
【Abstract】 In this paper, the Poincare and Poincare-Cartan integral invariants in nonconservative systems are established. According to the integral invariant, the non-linear oscillation of particles in 3-folded symmetry spiral sector cyclotron is investigated. It turns out that the method is successful.
- 【文献出处】 应用数学和力学 ,Applied Mathematics and Mechanics , 编辑部邮箱 ,1985年10期
- 【被引频次】13
- 【下载频次】34