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Application of EKF and UKF in Target Tracking Problem

机译:EKF和UKF在目标跟踪问题中的应用。

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摘要

There are many approaches to estimate the state of target tracking which plays an important role in the area of early warning and detecting system. Linear and Nonlinear are the two major types of state estimation processes. The famous Kalman filter (KF) which is rooted in the state-space formulation of liner dynamical system provides a recursive solution to the linear problem. The Extended Kalman Filter (EKF) and Unscented Kalman Filter (UKF) are derived from the KF. The EKF is the nonlinear version of the KF which linearizes about the mean and covariance, while the UKF is best known nonlinear estimates. This paper gives an approach to analyze the difference between EKF and UKF in state estimation, and because of the target tracking problem contains many nonlinear variable, an implementation of UKF is presented in the last section.
机译:估计目标跟踪状态的方法有很多,它们在预警和检测系统领域中起着重要的作用。线性和非线性是状态估计过程的两种主要类型。著名的卡尔曼滤波器(KF)扎根于线性动力学系统的状态空间公式,为线性问题提供了递归解决方案。扩展卡尔曼滤波器(EKF)和无味卡尔曼滤波器(UKF)是从KF派生的。 EKF是KF的非线性版本,可对均值和协方差进行线性化,而UKF是最著名的非线性估计。本文提供了一种分析状态估计中EKF和UKF之间差异的方法,并且由于目标跟踪问题包含许多非线性变量,因此在最后一节中介绍了UKF的实现。

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