Partially Structured LQR design for Lateral-Directional Flight Control Law

J. Myala, J. Borra, V. Patel
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引用次数: 1

Abstract

Flight control engineers use certain control structure depending upon requirements and resource availability while designing flight control laws. Classical control design is carried out by assessing the stability margins of each loop while closing all other loops for each flight condition for scheduled gain control laws. This is repeated one at a time for all the loops and therefore it is very time−consuming. A Linear Quadratic Regulator (LQR) design has inherent stability feature and is more suitable for multi input multi output (MIMO) system but the feedback gain matrix using LQR design has all non−zero elements which uses complete feedback from all the states to drive all the inputs. In this paper, gain suppression algorithm is used following to LQR design to achieve classical control law structure, i.e. to remove feedback from state to particular input. Generic flight control law design procedure is briefly outlined. The advantages and practical issues related to the implementation of LQR design method at the system level from industry point of view are elaborated
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横向飞行控制律的部分结构化LQR设计
飞行控制工程师在设计飞行控制律时,根据需求和资源的可用性使用一定的控制结构。经典的控制设计是通过评估每个回路的稳定裕度来实现的,同时根据预定增益控制律关闭每个飞行条件下的所有其他回路。这在所有循环中一次重复一个,因此非常耗时。线性二次型稳压器(LQR)设计具有固有的稳定性,更适用于多输入多输出(MIMO)系统,但使用LQR设计的反馈增益矩阵具有全部非零元素,它使用所有状态的完整反馈来驱动所有输入。本文采用LQR设计后的增益抑制算法来实现经典控制律结构,即去除状态对特定输入的反馈。简述了通用飞行控制律设计过程。从行业的角度阐述了LQR设计方法在系统层面实施的优势和实际问题
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