Adaptive fuzzy mixed H/sub 2//H/sub /spl infin// lateral control of nonlinear missile systems

Yung-Yue Chen, Bor‐Sen Chen, C. Tseng
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引用次数: 2

Abstract

An adaptive fuzzy mixed H/sub 2//H/sub /spl infin// lateral control of nonlinear missile systems with uncertain disturbances considered is proposed to achieve H/sub 2/ quadratic tracking with H/sub /spl infin// disturbance rejection. This approach can be applied to control the lateral directional dynamics of the missiles at high angle of attack or generate moments on missile operating in flight regimes where the effectiveness of conventional aerodynamic surfaces is reduced. Using an adaptive fuzzy approximation method, the uncertain nonlinear model of the missile system is estimated. Then, by a mixed H/sub 2//H/sub /spl infin// control design, the effects of external disturbance and fuzzy approximation error as well as consumed energy of the controller is minimized. By the skew symmetric property of the missile system and adequate choice of state variable transformation, this problem can be reduced to solve two algebraic Riccati-like equations. Furthermore, a closed-form solution to these two algebraic equations can be obtained with very simple form for the preceding control design.
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非线性导弹系统的自适应模糊混合H/sub //H/sub /spl内/侧控制
针对具有不确定扰动的非线性导弹系统,提出了一种自适应模糊混合H/sub //H/sub /spl误差//横向控制方法,以实现H/sub /spl误差//干扰抑制的H/sub / 2/二次跟踪。该方法可用于控制导弹在大攻角时的横向方向动力学,或在常规气动面有效性降低的飞行状态下对导弹运行产生力矩。采用自适应模糊逼近法,对导弹系统的不确定非线性模型进行了估计。然后,通过混合H/sub //H/sub /spl / infin//控制设计,使外部干扰和模糊逼近误差的影响以及控制器消耗的能量最小化。利用导弹系统的偏对称特性和适当选择状态变量变换,可将该问题简化为求解两个代数类利卡蒂方程。此外,对于前面的控制设计,可以用非常简单的形式得到这两个代数方程的封闭解。
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