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Three loop topologies scheme of spinning missiles with decoupling control

机译:具有解耦控制的旋转导弹的三环拓扑方案。

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Classical three loop topologies have been successfully employed in high performance command and homing guidance missiles. However, for spinning missile the cross-coupling effects between pitch and yaw channels which are induced by periodic rolling around longitudinal axis of missile have to be taken into account and decoupling is necessary in control system design. In this paper, dynamics model of spinning missiles in the form of complex summation is established and the state feedback controller is designed. Parameters of controller are obtained through eigenvalue placement for desired eigenvalues. According to physical components of missile control system, digital state observer is constructed. The control system results in a classical three loop topology autopilot with desired dynamic response. Meanwhile, the controller with complex feedback gains achieves decoupling control of spinning missile through cross-feedback-compensation. Finally, numerical simulation implied that the proposed method is efficient and suitable for engineering applications.
机译:经典的三环拓扑已成功应用于高性能指挥和制导导弹。但是,对于旋转导弹来说,必须考虑由绕导弹纵轴周期性滚动引起的俯仰和偏航通道之间的交叉耦合效应,并且在控制系统设计中必须进行去耦合。建立了复杂求和形式的旋转导弹动力学模型,并设计了状态反馈控制器。控制器的参数通过所需特征值的特征值放置获得。根据导弹控制系统的物理组成,构造了数字状态观测器。控制系统产生具有所需动态响应的经典三回路拓扑自动驾驶仪。同时,具有复杂反馈增益的控制器通过交叉反馈补偿实现了旋转导弹的解耦控制。最后,数值模拟表明该方法是有效的,适合工程应用。

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