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Modeling and dynamic characteristic analysis of BTT missile

机译:BTT导弹的建模与动力学特性分析

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With reasonable hypothesis, the non-linear 6 DOF model involving various couplings was established, and the couplings were divided into four groups. The effect of aerodynamic configuration and static stability to dynamic characteristic is developed based on transfer function. For stable missile, there is null point in the right plan for rear control missile, which is non-minimum phase system, while there is no null point in the right plan for canard control missile, which is minimum phase system. There is import influence to feedback gain of angular velocity loop by static stability. For unstable missile, high gain must be keep to make angular velocity loop stable for rear control missile, while the gain can not be high to make angular velocity loop stable for canard control missile
机译:在合理假设的基础上,建立了涉及各种耦合的非线性六自由度模型,并将耦合分为四组。基于传递函数,研究了气动配置和静态稳定性对动力特性的影响。对于稳定的导弹,在后方控制导弹的正确计划中没有零点,这是非最小相位系统,而对于鸭嘴控制导弹的正确计划中没有零点,这是最小相位系统。静态稳定性对角速度环的反馈增益有重要影响。对于不稳定的导弹,必须保持高增益以使后控制导弹的角速度环路稳定,而增益不能高到使Canard控制导弹的角速度环路稳定

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