At last , for general bomb using continuously computed release point ( ccrp ) , this paper calculates the ballistic trajectory based on polar coordinates . simulation results demonstrating the feasibility of the approach are presented 在此基础上,运用基于最小时间的最优控制法对得到的几何路径进行平滑处理,使其成为可飞路径并且不改变路径长度。
In order to stabilize an ideal target of system and realize policy control target , in this paper , policy parameters suitable for some optimal performance are used . and an optimal multi - dimensional ogy control method is mainly discussed , which is also successfully applied to optimally controlling a dynamic macroeconomic model stabilizing walrasian equilibrium state by using minimum policy parameters perturbations 摘要为了将系统稳定在理想的目标状态,实现政策调控目标,利用符合最优性能的政策调控参数,给出了一种多维ogy最优控制法,并成功地在一类动态宏观非均衡经济模型中应用最小的政策参数扰动来稳定系统的瓦尔拉斯均衡状态,实现了最优控制。
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