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Direct Multivariate Intrinsic Time-Scale Decomposition for Oscillation Monitoring

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The detection of plant-wide oscillation in an industrial process is of great significance. Recently, indirect multivariate intrinsic time-scale decomposition (MITD) (IMITD) has been pioneered for the adaptive processing of multi-loop… Click to show full abstract

The detection of plant-wide oscillation in an industrial process is of great significance. Recently, indirect multivariate intrinsic time-scale decomposition (MITD) (IMITD) has been pioneered for the adaptive processing of multi-loop data, which is restricted by the problem of projection sensitivity. To solve the challenge, the direct MITD (DMITD) algorithm is proposed and featured by the following contributions: 1) Three novel concepts including the multivariate extremum, multivariate baseline-node, and baseline-operator are defined for the purpose of developing DMITD; 2) Compared with IMITD, the implementation of DMITD is more robust to the selection of projection directions; and 3) DMITD outperforms traditional techniques in capturing both the regularity and evolution of the plant-wide oscillation from noisy signals in the nonlinear and nonstationary process. The proposed method is demonstrated by simulation as well as one industrial case.

Keywords: intrinsic time; time scale; multivariate intrinsic; oscillation; scale decomposition; multivariate

Journal Title: IEEE Transactions on Control Systems Technology
Year Published: 2020

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