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Finite-horizon H_∞ filtering for switched time-varying stochastic systems with random sensor nonlinearities and packet dropouts

机译:具有随机传感器非线性和丢包的切换时变随机系统的有限水平H_∞滤波

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This paper is concerned with the finite-horizon H∞ filtering problem for a class of switched time-varying systems with state-dependent stochastic disturbances. The system outputs are subject to randomly occurring sensor nonlinearities and successive packet dropouts. Attention is focused on the design of a mode-dependent asynchronous time-varying filter such that the prescribed weighted H∞ performance requirement can be achieved under the average dwell-time switching. By utilizing the piecewise function approach and stochastic analysis technique, sufficient conditions are first established to ensure the existence of the desired finite-horizon asynchronous H∞ filter. Then, the explicit characterization of the filter gains is presented in terms of the solutions to certain recursive linear matrix inequalities. Finally, the effectiveness of the proposed filtering scheme is illustrated via a simulation example.
机译:本文关注的是一类具有状态相关随机扰动的时变切换系统的有限水平H∞滤波问题。系统输出会受到随机发生的传感器非线性和连续丢包的影响。注意集中在与模式有关的异步时变滤波器的设计上,使得可以在平均停留时间切换下实现规定的加权H∞性能要求。通过使用分段函数方法和随机分析技术,首先建立了足够的条件以确保所需的有限水平异步H∞滤波器的存在。然后,根据对某些递归线性矩阵不等式的解,给出了滤波器增益的明确表征。最后,通过仿真实例说明了所提出的滤波方案的有效性。

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