完整力学系统的高阶Hamilton正则方程

Higher order Hamilton's canonical equations of holonomic mechanical system

运用完整力学系统的高阶Lagrange方程建立了完整力学系统的高阶Ham ilton正则方程,得到完整有势力学系统高阶循环积分和高阶广义能量积分,并阐明了高阶Ham ilton函数的物理意义.

By using higher order Lagrange equations of holonomic mechanical system, higher order Hamilton＇s canonical equations of holonomic mechanical system are obtained, by which the higher order cyclic integral and the higher order generalized energy integral of holonomic potential mechanical system are obtained, and the physical meaning of higher order Hamilton＇s function is explained.