Since measurements of process variables are subject to measurements errors as well as process variability, data reconciliation is the procedure of optimally'/> Robust and reliable estimation via recursive nonlinear dynamic data reconciliation based on cubature Kalman filter
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Robust and reliable estimation via recursive nonlinear dynamic data reconciliation based on cubature Kalman filter

机译:基于Cubyature Kalman滤波器的递归非线性动态数据协调鲁棒和可靠的估计

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AbstractSince measurements of process variables are subject to measurements errors as well as process variability, data reconciliation is the procedure of optimally adjusting measured date so that the adjusted values obey the conservation laws and constraints. Thus, data reconciliation for dynamic systems is fundamental and important for control, fault detection, and system optimization. Attempts to successfully implement estimators are often hindered by serve process nonlinearities, complicated state constraints, and un-measurable perturbations. As a constrained minimization problem, the dynamic data reconciliation is dynamically carried out to product smoothed estimates with variances from the original data. Many algorithms are proposed to solve such state estimation such as the extended Kalman filter (EKF), the unscented Kalman filter, and the cubature Kalman filter (CKF). In this paper, we investigate the use of CKF algorithm in comparative with the EKF to solve the nonlinear dynamic data reconciliation problem. First we give a broad overview of the recursive nonlinear data dynamic reconciliation (RNDDR) scheme, then present an extension to the CKF algorithm, and finally address the issue of how to solve the constraints in the CKF approach. The CCRNDDR method is proposed by applying the RNDDR in the CKF algorithm to handle nonlinearity and algebraic constraints and bounds. As the sampling idea is incorporated into the RNDDR framework, more accurate estimates can obtained via the recursive nature of the estimation procedure. The performance of the CKF approach is compared with EKF and RNDDR on nonlinear process systems with constraints. The conclusion is that with an error optimization solution of the correction step, the reformulated CKF shows high performance on the selection of nonlinear constrained process systems. Simulation results show the CCRNDDR is an efficient, accurate and stable method for real-time state estimation
机译:<标题>抽象 ara id =“par5”>,因为过程变量的测量可能会进行测量错误以及过程可变性,数据对帐是最佳地调整测量日期的过程,以便调整的值遵守节约法律和制约因素。因此,对控制,故障检测和系统优化的基本和重要的数据协调是对的。成功实施估算器的尝试通常受到服务过程非线性,复杂的状态约束和不可衡量的扰动。作为受约束的最小化问题,动态数据协调被动态地执行,以通过来自原始数据的差异进行产品平滑估计。提出了许多算法来解决这种状态估计,例如扩展卡尔曼滤波器(EKF),未入的卡尔曼滤波器和Cubature Kalman滤波器(CKF)。在本文中,我们调查了CKF算法在与EKF相比中的使用来解决非线性动态数据和解问题。首先,我们提供了广泛的概述了递归非线性数据动态调节(RNDDR)方案,然后向CKF算法呈现扩展,最后解决了如何解决CKF方法中的约束的问题。通过将RNDDR应用于CKF算法中的RNDDR来处理非线性和代数约束和边界来提出CCRNDDR方法。随着采样理念被纳入RNDDR框架,可以通过估计过程的递归性获得更准确的估计。将CKF方法的性能与带有约束的非线性过程系统上的EKF和RNDDR进行比较。结论是,通过校正步骤的误差优化解决方案,重新设计的CKF在非线性约束过程系统的选择上显示了高性能。仿真结果表明,CCRNDDR是一种有效,准确且稳定的实时状态估计方法

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