事件空间中非完整非有势系统相对于非惯性系的变分原理和运动方程

构造了事件空间中非惯性系动力学的动能函数、Lagrange函数、函数和广义力,提出了事件空间中非完整非有势系统相对于非惯性系的一系列微分和积分变分原理,建立了这类系统多种形式的运动微分方程。

Variational Principles and Equations of Motion for Nonholonomic Nonpotential System Relative to Noninertial Reference Frames in Event Space

The kinetic energy, Lagrange function, Tzenoff's function and generalized forces of dynamical system relative to noninertial reference frames in the event space are constructed. Aseries of variational principles of intergral form and differential form of the system relative to noninertial reference frames in the event space are pressented. And a series of differential equations of motion of nonholonomic nonpotential system relative to noninertial reference frames in the event space are derived.