共轭变量 meaning in Chinese
conjugate variables
Examples
- Canonically conjugate variable
正则共轭变量 - Those variables for which it holds ( e . g . , momentum and position , or energy and time ) are canonically conjugate variables in classical physics
那些具有的变量(如动量与位置,或能量与时间)是经典力学里的正则共轭变量。 - In the computational methods of tpbvp , in order to reduce some difficulties involved in solving a tpbvp via adjoint variables , we discuss a direct method in which state and control variables are indirectly parameterized , the method employs a recently developed direct optimization technique that uses a piecewise polynomial representation for the state and control variables , thus converting the optimal control problem into a nonlinear programming problem , which can be solved numerically . it makes the initial iterative variable more easy to be determined
在数值解法中，为了减少解决两点边值问题共轭变量带来的困难，主要讨论了将状态变量和控制变量进行参数化的一种直接方法，这种方法采用了近段发展起来的使用分段的多项式来代替状态和控制变量的直接优化方法，然后最优控制问题就转化成可以用数值方法解决的非线性规划问题，使得迭代初值更加容易选取。