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Ensemble Kalman filtering of out-of-sequence measurements for continuous-time model

机译:连续时间模型的序列测量的集合Kalman滤波

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摘要

In sensor fusion scheme, measurements from multiple sensors usually arrive at different rate, and out-of-sequence which are called out-of-sequence measurements (OOSMs). To observe the state of a system using the information from OOSMs, the covariance of the process noise accumulated from time to time is necessary. However, by assuming that all noises are Gaussian in Kalman filter, it is difficult to determine the covariance of the accumulated process noise from a system that is described by a continuous-time nonlinear model. This paper introduces an integration method to estimate the state, the state covariance and the covariance of the accumulated process noise from a continuous-time nonlinear model. Together with an OOSM update algorithm using Ensemble Kalman filter (EnKF), we can realize an OOSM filter for most nonlinear systems efficiently. The algorithm requires low number of particles, derivative-free, without a necessity of finding backward transition function for the system.
机译:在传感器融合方案中,来自多个传感器的测量值通常以不同的速率到达,并且失序,这称为失序测量(OOSM)。为了使用OOSM的信息观察系统的状态,需要不时累积过程噪声的协方差。但是,通过在卡尔曼滤波器中假设所有噪声都是高斯噪声,很难确定由连续时间非线性模型描述的系统的累积过程噪声的协方差。本文介绍了一种从连续时间非线性模型估计状态,状态协方差和累积过程噪声的协方差的积分方法。结合使用Ensemble Kalman滤波器(EnKF)的OOSM更新算法,我们可以有效地为大多数非线性系统实现OOSM滤波器。该算法要求粒子数量少,无导数,而无需找到系统的向后转换函数。

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  • 来源
    《American Control Conference;ACC 》|2012年|p.4801- 4806|共6页
  • 会议地点 Montreal(CA)
  • 作者

    Pornsarayouth, Sirichai;

  • 作者单位

    Department of Mechanical and Control Engineering Tokyo Institute of Technology 2-12-1 Ookayama Meguro-ku Tokyo Japan 152-8552;

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