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Investigating the Impact of Perturbations in Chemical Processes on Data-Based Causality Analysis. Part 2: Testing Granger Causality and Transfer Entropy

机译:研究化学过程中的扰动对基于数据的因果关系分析的影响。第2部分:测试格兰杰因果关系和转移熵

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In this two-part paper, the impact of perturbations generated by conditions typical to chemical processes is analysed. In the first part, causality analysis techniques intended for fault diagnosis are discussed in order to define the desired characteristics of the techniques. In this second part a simple process simulation was used to introduce oscillatory and step perturbations and perform a sensitivity analysis of their impact on the causality detection ability of transfer entropy and Granger causality. This procedure was repeated for three types of operation: (1) a base case open loop operation with sensor noise added, (2) open loop with process noise added and (3) closed loop operation with only sensor noise. Granger causality and transfer entropy both proved robust at detecting causality under different conditions, with some exceptions where the causal relationship was obscured: very high frequency oscillations resembled random noise; for low frequency oscillations the observation window used by the causality techniques was too small to capture the gradual dynamics; closed loop operation attenuated slow acting oscillations and step inputs; and addition of process noise decreased the apparent strength of the causality. Comparing the two techniques: Granger causality proved more reliable than transfer entropy for oscillatory perturbations; the effect of the controller obscuring the causal connection was less pronounced for transfer entropy; and transfer entropy appeared much more sensitive to the influence of additional process noise.
机译:在这篇由两部分组成的论文中,分析了化学过程中典型条件产生的扰动的影响。在第一部分中,讨论了用于故障诊断的因果分析技术,以定义所需的技术特征。在第二部分中,使用简单的过程仿真来引入振荡和阶跃扰动,并对它们对传递熵和Granger因果关系的因果检测能力的影响进行敏感性分析。对三种类型的操作重复此过程:(1)添加传感器噪声的基本情况开环操作;(2)添加过程噪声的开环操作;以及(3)仅传感器噪声的闭环操作。格兰杰因果关系和传递熵都证明了在不同条件下检测因果关系的鲁棒性,但因果关系不明确的情况有些例外:非常高的频率振荡类似于随机噪声。对于低频振荡,因果关系技术使用的观察窗口太小而无法捕获渐进的动力学;闭环操作减弱了慢速振荡和阶跃输入;并且过程噪声的添加降低了因果关系的表观强度。比较这两种技术:证明Granger因果关系比传递熵更可靠。控制器掩盖因果关系的影响对于传递熵不太明显;传递熵似乎对附加过程噪声的影响更为敏感。

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