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Bounded Linear-Quadratic Differential Game Guidance Law for Dual-Thruster Controlled Missiles

机译:双推进器控制导弹的有界线性二次方微分博弈制导律

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摘要

A guidance law tailored for an interceptor missile steered by aerodynamic lift and divert-thruster and with its attitude oriented by forward attitude-thruster (dual-thruster control) is proposed. The bang-bang strategy has the maximal capture zone. However, it leads to control chattering, resulting in excessive control effort. The continuous strategies have smaller capture zones, but can require a smaller control effort. The combination of bang-bang and continuous strategies may lead to a cooperative effect of the capture zone and control effort. In this paper, the guidance law is derived using a linear-quadratic differential game formulation and then modified for bounded controls. For the derivation, the interceptor closed-loop dynamics is represented by a first-order biproper transfer function for the attitude-thruster control system and a strictly proper one for the divert-thruster control system, respectively. Analysis based on the proposed guidance law shows that the divert-thruster control system has higher efficiency due to its small time constant and the direct forces that mainly affect the short-term behavior of the missiles. The parameters' effects and the control command distribution are also studied.
机译:提出了一种针对由气动升力和转向推力操纵的拦截导弹而量身定制的制导律,其姿态由前向推力器(双推力器控制)定向。爆炸策略具有最大捕获区域。但是,这会导致控制震颤,从而导致过多的控制工作。连续策略具有较小的捕获区域,但是可能需要较小的控制工作量。爆炸和连续策略的结合可能会导致捕获区域和控制工作的协同效果。在本文中,制导律是使用线性二次微分博弈公式导出的,然后针对有界控制进行了修改。对于推导,拦截器的闭环动力学分别由姿态推进器控制系统的一阶双正传递函数和分流推进器控制系统的严格适当的双传递函数表示。根据拟议的制导律分析表明,分流-推进器控制系统由于其时间常数小和主要影响导弹短期行为的直接力而具有更高的效率。还研究了参数的影响和控制命令的分布。

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