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A Sequential Bayesian Partitioning Approach for Online Steady-State Detection of Multivariate Systems

机译:多元系统在线稳态检测的顺序贝叶斯划分方法

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The steady-state detection is critically important in many engineering fields, such as fault detection and diagnosis and process monitoring and control. However, most of the existing methods were designed for univariate signals and, thus, are not effective in handling multivariate signals. In this paper, we propose an efficient online steady-state detection method for multivariate systems through a sequential Bayesian partitioning approach. The signal is modeled by a Bayesian piecewise constant mean and covariance model, and a recursive updating method is developed to calculate the posterior distributions analytically. The duration of the current segment is utilized for steady-state testing. Insightful guidance is also provided for hyperparameter selection. The effectiveness of the proposed method is demonstrated through thorough numerical and real case studies. Note to Practitioners-This paper addresses the problem of online steady-state detection of systems captured by multivariate signals. Existing approaches often monitor each signal independently, and the system is claimed steady when all signals reach steady state. These methods have many shortcomings, such as failing to consider the correlations among signals and suffering the multiple testing problems. In this paper, we propose a novel joint monitoring approach, where the multivariate signal is sequentially partitioned into segments of constant mean and covariance through an online Bayesian inference scheme, and once the current segment duration is sufficiently large, the signal is considered steady. We also provide several insightful guidelines to select appropriate hyperparameters under different scenarios. The proposed approach is much more accurate and robust than existing ones. However, this method may face prohibitive computational cost and ill-posed covariance inversion problem when there are hundreds or even thousands of variables in the system. In future research, we will develop efficient distributed monitoring and data fusion techniques to overcome these challenges.
机译:稳态检测在许多工程领域中至关重要,例如故障检测和诊断以及过程监控。但是,大多数现有方法都是为单变量信号设计的,因此在处理多变量信号方面无效。在本文中,我们通过顺序贝叶斯划分方法为多元系统提出了一种有效的在线稳态检测方法。通过贝叶斯分段常数均值和协方差模型对信号进行建模,并开发了一种递归更新方法来解析计算后验分布。当前段的持续时间用于稳态测试。还为选择超参数提供了有见地的指导。通过全面的数值和实际案例研究证明了该方法的有效性。对从业者的注意-本文解决了由多元信号捕获的系统的在线稳态检测问题。现有方法通常独立地监视每个信号,并且当所有信号都达到稳定状态时,系统就被认为是稳定的。这些方法有许多缺点,例如未能考虑信号之间的相关性,并遭受多种测试问题。在本文中,我们提出了一种新颖的联合监视方法,该方法通过在线贝叶斯推理方案将多元信号按顺序划分为均值和协方差分段,一旦当前分段持续时间足够长,就认为该信号稳定。我们还提供了一些有见地的指南,可以在不同情况下选择合适的超参数。所提出的方法比现有方法更加准确和健壮。但是,当系统中有数百甚至数千个变量时,此方法可能会面临计算成本过高和不适定的协方差求逆问题。在未来的研究中,我们将开发有效的分布式监视和数据融合技术来克服这些挑战。

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