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Observer-based fault diagnosis for a class of non-linear multiple input multiple output uncertain stochastic systems using B-spline expansions

机译:基于B样条展开的一类非线性多输入多输出不确定随机系统的基于观测器的故障诊断

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摘要

In this study, a high-gain non-linear observer-based fault diagnosis (FD) approach is proposed for a class of non-linear uncertain systems with measurable output probability density functions (PDFs). The objective of the presented FD algorithm is to use the measurable output PDFs and the input of the system to construct an exponential observer-based residual generator such that the fault can be detected and diagnosed. The main result is given in a constructive manner by developing a novel non-linear observer, without resort to any linearisation. By a coordinates transformation, the design of the proposed observer does not need to solve any kind of linear matrix inequalities and its expression is explicitly given. The exponential convergence of the errors in the presence of uncertainties is proved to guarantee the fastness of the proposed FD scheme by employing a class of quadratic Lyapunov functions. Furthermore, the bound of the estimation errors in the presence of faults is minimised by appropriately choosing the parameters of the presented observer. Finally a simulation example is given to illustrate the effectiveness of the proposed FD method.
机译:在这项研究中,针对具有可测量的输出概率密度函数(PDF)的一类非线性不确定系统,提出了一种基于高增益非线性观察者的故障诊断(FD)方法。提出的FD算法的目的是使用可测量的输出PDF和系统的输入来构造基于指数观测器的残差生成器,以便可以检测和诊断故障。通过开发一种新颖的非线性观测器,无需进行任何线性化,即可以建设性的方式给出主要结果。通过坐标变换,提出的观测器的设计不需要求解任何线性矩阵不等式,并且明确给出其表达式。通过使用一类二次Lyapunov函数,证明了存在不确定性时误差的指数收敛性,从而保证了所提出的FD方案的快速性。此外,通过适当地选择所呈现的观察者的参数,在存在故障的情况下估计误差的范围被最小化。最后给出一个仿真例子来说明所提出的FD方法的有效性。

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