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Distributed robust filtering with hybrid consensus strategy for sensor networks

机译:传感器网络采用混合共识策略的分布式鲁棒滤波

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The problem of distributed state estimation for time-varying uncertain systems over a sensor network within the robust Kalman filtering framework is studied. It is assumed that the parameters of the underlying model are subjected to stochastic uncertainties. At the first step, the authors present a particular form of the Kalman filter named information form of a robust Kalman filter. Then, using a consensus scheme that guarantees an agreement in estimation among nodes, they propose a new consensus-based robust filtering approach. The consensus methodology is a hybrid method that is a combination of consensus on information (CI) and consensus on measurement (CM). To this end, before proposing the hybrid consensus filtering algorithm, distributed robust filtering based on CI and CM have been presented. Next, they show that the estimation error in the proposed consensus algorithm is exponentially mean square bounded using a Lyapunov function. Finally, they provide two illustrative examples to show the robust performance and effectiveness of the proposed consensus filtering algorithms.
机译:研究了鲁棒卡尔曼滤波框架内传感器网络上时变不确定系统的分布状态估计问题。假设基础模型的参数受到随机不确定性的影响。第一步,作者提出一种特定形式的卡尔曼滤波器,将其称为鲁棒卡尔曼滤波器的信息形式。然后,使用保证节点间估计一致的共识方案,他们提出了一种新的基于共识的鲁棒滤波方法。共识方法是一种混合方法,是信息共识(CI)和测量共识(CM)的结合。为此,在提出混合共识滤波算法之前,已经提出了基于CI和CM的分布式鲁棒滤波。接下来,他们表明,所提出的共识算法中的估计误差是使用Lyapunov函数以指数均方为界的。最后,他们提供了两个说明性示例,以显示所提出的共识过滤算法的鲁棒性能和有效性。

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