利用庞特里亚金极值原理推导了基于上述两种动力学方程的最优控制模型。
According to pontryagin minimum principle, the optimum control model was founded based on above two kinetics equations.
首先，利用庞特里亚金极大值原理将时间最短打击轨道的最优控制问题转化为两点边值问题。
Firstly the optimal control problem of minimum-time strike trajectory was translated into two-point-boundary-value problem by using Pontryagin maximum principle.
在最优控制中，最重要的两种优化方法是庞特里亚金最小值（或称最大值）原理和贝尔曼动态规划法。
Of the problems of optimal control, the most important two optimization methods are Pontryagin minimum(or called maximum) principle and Bellman dynamic programming.
讨论了使用综合阻尼力矩求解线性最优励磁控制器的状态反馈系数的原理，它较经典的庞特里亚金法易懂。
The principle of using comprehensive damping torque to solve feedback gain of linear optimal excitation controller is presented.
讨论了使用综合阻尼力矩求解线性最优励磁控制器的状态反馈系数的原理，它较经典的庞特里亚金法易懂。
The principle of using comprehensive damping torque to solve feedback gain of linear optimal excitation controller is presented.
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