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基于箭体系的最佳解耦姿态控制方法 总被引:1,自引:0,他引:1
提出运载火箭姿态控制的一种最佳解耦控制方法。传统的运载火箭姿态控制,是通过对火箭在制导坐标系(发射惯性坐标系)中定义的欧拉角,形成俯仰、偏航、滚动三个独立回路的姿态控制指令,控制弹体姿态稳定、快速地跟踪指令姿态角。由于控制力矩是分别绕箭体轴给出的,而箭体轴通常与欧拉角的瞬时转轴不重合,所以造成三个控制回路的耦合(只有当偏航、滚动姿态角皆为零时才完全解耦),因此欧拉角控制的解耦问题成为许多学者的研究课题,并给出了一些解耦控制方法,但都比较复杂,实现困难。本文提出的最佳解耦控制方法是基于箭体坐标系的,该方法是根据实时确定的箭体系到指令箭体系的方向余弦矩阵,确定一组箭体系分别绕各轴的转角△θx1,△θy1,△θz1,即箭体各轴同时转动角△θx1,△θy1,△θz1,后可使箭体系与指令箭体系重合,这样便保证了解耦和最小转角的最佳控制。该方法成功地应用于大范围机动变轨控制,也将适用于其它轴对称飞行器的控制。 相似文献
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在建立了转子高速旋转时电磁轴承系统的模型基础上 ,针对此系统的多变量模型 ,采用了多变量模糊解耦方法进行控制研究。文中推导了有效的降维模糊关系矩阵 ,得出了四输入四输出的多变量模糊系统的输出算法 ,并进一步考虑了加上输入变量导数的情况下算法的推导。 相似文献
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When the wing of Oblique Wing Aircraft (OWA) is skewed, the center of gravity, inertia and aerodynamic characteristics of the aircraft all significantly change, causing an undesirable flight dynamic response, affecting the flying qualities, and even endangering the flight safety. In this study, the dynamic response of an OWA in the wing skewing process is simulated, showing that the three-axis movements of the OWA are highly coupled and present nonlinear characteristics during the wing skewing. As the roll control efficiency of the aileron decreases due to the shortened control arm in an oblique configuration, the all-moving horizontal tail is used for additional roll and the control allocation is performed based on minimum control energy. Given the properties of pitch-roll-yaw coupling and control input and state coupling, and the difficulty of establishing an accurate aerodynamic model in the wing skewing process due to unsteady aerodynamic force, a multi-loop sliding mode controller is formulated by the time-scale separation method. The closed-loop simulation results show that the asymmetric aerodynamics can be balanced and that the velocity and altitude of the aircraft maintain stable, which means that a smooth transition is obtained during the OWA’s wing skewing. 相似文献
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《中国航空学报》2020,33(9):2395-2407
Stochastic system state estimation subject to the unknown interference input widely exists in many fields, such as the control, communication, signal processing, and fault diagnosis. However, the research results are mostly limited to the stochastic system in which only the dynamic state model or the measurement model concerns the individual unknown interference input, and the state model and the measurement model are both with the same unknown interference input. State estimate of the stochastic systems where the state model and the measurement model contain dual Unknown Interference inputs (dual-UI) with different physical meanings and mathematical definitions is concerned here. Firstly, the decoupling condition with the Unknown Interference input in the State model (S-UI) is shown, which introduces the decoupled system with the adjacent Measurement concerned Unknown Interference inputs (M-UI) appearing in the state model and the measurement model. Then, through defining the Differential term of the adjacent M-UI (M-UID), the equivalent system with only M-UID in the state model is obtained. Finally, considering the design freedom of the equivalent system, the decoupling filter in the minimum mean square error sense and the adaptive minimum upper filter with different applicable conditions are represented to obtain the optimal and sub-optimal state estimate, respectively. Two simulation cases verify the effectiveness and superiority compared with the traditional methods. 相似文献
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静态解耦控制和常规控制之间的兼容性,与常规控制系统的组成和功能有密切的关系。因此,以YF-16CCV飞机为例,对兼容性问题进行了计算、分析和讨论。计算结果表明,采用静态补偿和闭环修正方法,不但可以实现两种控制之间的兼容,而且还可以提高静态解耦控制的准确度。 相似文献