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Performance Assessment Based on Minimum Entropy of Feedback Control Loops

机译:基于反馈控制循环的最小熵的性能评估

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Assessing the quality of existing industrial control loops is becoming an important routine auditing task for the control engineer. While variance is usually as an index implied in most researches and commercial activities of performance assessment methods for feedback control loops. The general assessment methods are quite effective in assessment of linear Gaussian system, however when the disturbance is subjected to non-Gaussian distribution such as bimodal distribution, performance assessment based on variance may be unreasonable. In this paper, to assess non-Gaussian control loop system, entropy of feedback-invariant in linear non-Gaussian system is mentioned firstly. Then, according to a new benchmark based on information theory and minimum entropy criterion, and the autoregressive method of estimating entropy index is proposed. Finally, examples are given to demonstrate the effectiveness and accuracy.
机译:评估现有工业控制循环的质量正在成为控制工程师的重要常规审计任务。虽然方差通常是在大多数研究和反馈控制循环的性能评估方法的研究和商业活动中暗示的指数。一般评估方法在评估线性高斯系统时非常有效,但是当扰动受到双峰分布的非高斯分布时,基于方差的性能评估可能是不合理的。在本文中,为了评估非高斯控制回路系统,首先提到了线性非高斯系统中的反馈不变的熵。然后,根据基于信息理论和最小熵标准的新基准,提出了估计熵指数的自动增加方法。最后,给出了示例以证明有效性和准确性。

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