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Fault-tolerant controller design with a tolerance measure for systems with actuator and sensor faults

机译:具有执行器和传感器故障的系统的容错控制器设计,带有公差度量

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This paper presents a fault-tolerant (FT) switching control system structure and proposes an FT controller design methodology for systems vulnerable to actuator and sensor faults. The working effectiveness of the i-th actuator/sensor (which is assumed to be known) is represented as a time varying parameter δ(t) where δ(t) ∈ {0, c, ..., c, 1} and where δ(t) = 0 represents a component failure at time t while δ(t) = c, for j = 2, ..., s - 1 (cf. δ(t) = 1) represents a partially (cf. fully) working component. If the total number of components is m, then at any time t, there are s fault scenarios. Recognizing that it is unlikely that all components will have serious faults at the same time, the design objective is to maintain an acceptable level of closed-loop performance only for those fault scenarios for which the minimum sum of working effectiveness of all components is assumed to be p, where 0 ≤ p ≤ m, so that p defines a fault-tolerance level for the controller. At the same time, the no-fault nominal performance is optimized. The FT controller is reconfigurable, but with the special structure that the system matrices are fixed while the switching is on the time varying parameters δ(t), i = 1, ..., m. For systems with many potential component fault cases, a semidefinite relaxation FT control design procedure is proposed so as to overcome the combinatorial nature of the problem. A numerical example is given in the last section to demonstrate the efficiency of the FT controller design.
机译:本文提出了一种容错(FT)切换控制系统结构,并针对易受执行器和传感器故障影响的系统提出了FT控制器设计方法。第i个执行器/传感器的工作效率(假定是已知的)表示为时变参数δ(t),其中δ(t)∈{0,c,...,c,1}并且其中δ(t)= 0表示在时间t处的组件故障,而δ(t)= c,对于j = 2,...,s-1(cf.δ(t)= 1)表示部分(cf.完全)的工作组件。如果组件总数为m,则在任何时间t处都有s种故障情况。认识到所有组件不太可能同时出现严重故障,因此设计目标是仅对于假定所有组件的工作效率达到最小总和的那些故障场景,保持可接受的闭环性能水平。为p,其中0≤p≤m,因此p定义了控制器的容错级别。同时,优化了无故障标称性能。 FT控制器是可重新配置的,但具有特殊的结构,即在切换时随时间变化的参数δ(t),i = 1,...,m,系统矩阵是固定的。对于具有许多潜在部件故障情况的系统,提出了一种半确定松弛FT控制设计程序,以克服该问题的组合性质。最后一部分给出了一个数值示例,以演示FT控制器设计的效率。

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