针对由天线罩误差引起的寄生回路影响制导系统稳定性的问题,提出了基于状态空间简化模型的天线罩寄生回路稳定性分析方法。为了准确分析天线罩误差特性对制导系统稳定性的影响,首先建立包含天线罩误差特性的导引头部件级模型,并采用低...针对由天线罩误差引起的寄生回路影响制导系统稳定性的问题,提出了基于状态空间简化模型的天线罩寄生回路稳定性分析方法。为了准确分析天线罩误差特性对制导系统稳定性的影响,首先建立包含天线罩误差特性的导引头部件级模型,并采用低阶等效系统拟配方法建立导引头简化模型。该简化模型能够准确表征导引头的工作特性,并有效降低了制导回路状态空间简化模型的阶数;在此基础上,采用小扰动线性化方法建立制导/控制/弹体多回路线性时不变(linear time invariant, LTI)简化模型,并与导引头低阶等效模型结合,建立了包含天线罩误差斜率参数的制导回路,以简化模型状态空间描述形式。基于以上引入天线罩误差特性的制导回路状态空间模型,采用根轨迹方法分析确定了天线罩误差斜率的稳定域,分析了不同的天线罩误差斜率对制导系统稳定性的影响规律。最后,基于制导回路非线性模型进行仿真验证,仿真结果验证了基于简化模型的天线罩寄生回路稳定性分析方法的正确性。展开更多
This paper focuses on the influence of the disturbance rejection rate(DRR)and parasitic loop parameters on the stability domain of the roll-pitch seeker's guidance system.The DRR models of the roll-pitch seeker ca...This paper focuses on the influence of the disturbance rejection rate(DRR)and parasitic loop parameters on the stability domain of the roll-pitch seeker's guidance system.The DRR models of the roll-pitch seeker caused by different types of disturbance torques and the scale deviation of different sensors are established.The optimal DRR model of the roll-pitch seeker,which contains the scale deviation model,is proposed by formula derivation.The model of the roll-pitch seeker's guidance system is established and equivalently simplified by the dimensionless method.The Lyapunov stability criterion for stability analysis of the guidance system is given by means of the passivity theorem and related definitions and lemmas.A simplified model of the roll-pitch seeker's guidance system,which is suitable for the Lyapunov stability criterion,is established by formula derivation and equivalent transformation.Three conditions that satisfy the Lyapunov stability criterion are obtained.Mathematical simulation with Nyquist plots is used to analyze the influence of different DRR parameters on the stability domain of the roll-pitch seeker's guidance system.Simulation results of this paper can provide reference for the stability analysis of systems related to the roll-pitch seeker.展开更多
文摘针对由天线罩误差引起的寄生回路影响制导系统稳定性的问题,提出了基于状态空间简化模型的天线罩寄生回路稳定性分析方法。为了准确分析天线罩误差特性对制导系统稳定性的影响,首先建立包含天线罩误差特性的导引头部件级模型,并采用低阶等效系统拟配方法建立导引头简化模型。该简化模型能够准确表征导引头的工作特性,并有效降低了制导回路状态空间简化模型的阶数;在此基础上,采用小扰动线性化方法建立制导/控制/弹体多回路线性时不变(linear time invariant, LTI)简化模型,并与导引头低阶等效模型结合,建立了包含天线罩误差斜率参数的制导回路,以简化模型状态空间描述形式。基于以上引入天线罩误差特性的制导回路状态空间模型,采用根轨迹方法分析确定了天线罩误差斜率的稳定域,分析了不同的天线罩误差斜率对制导系统稳定性的影响规律。最后,基于制导回路非线性模型进行仿真验证,仿真结果验证了基于简化模型的天线罩寄生回路稳定性分析方法的正确性。
基金supported by the Defense Science and Technology Key Laboratory Fund of Luoyang Electro-optical Equipment Institute,Aviation Industry Corporation of China(6142504200108)。
文摘This paper focuses on the influence of the disturbance rejection rate(DRR)and parasitic loop parameters on the stability domain of the roll-pitch seeker's guidance system.The DRR models of the roll-pitch seeker caused by different types of disturbance torques and the scale deviation of different sensors are established.The optimal DRR model of the roll-pitch seeker,which contains the scale deviation model,is proposed by formula derivation.The model of the roll-pitch seeker's guidance system is established and equivalently simplified by the dimensionless method.The Lyapunov stability criterion for stability analysis of the guidance system is given by means of the passivity theorem and related definitions and lemmas.A simplified model of the roll-pitch seeker's guidance system,which is suitable for the Lyapunov stability criterion,is established by formula derivation and equivalent transformation.Three conditions that satisfy the Lyapunov stability criterion are obtained.Mathematical simulation with Nyquist plots is used to analyze the influence of different DRR parameters on the stability domain of the roll-pitch seeker's guidance system.Simulation results of this paper can provide reference for the stability analysis of systems related to the roll-pitch seeker.
