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Kernel-Based Random Vector Functional-Link Network for Fast Learning of Spatiotemporal Dynamic Processes
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DOI：10.1109/TSMC.2017.2694018.png)
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Abstract
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Distributed parameter systems widely exist in many industrial thermal processes. Estimation of their temperature distribution in the entire operating area is not easy as the dynamics are time/space coupled, and there are only a few sensors available for measurement. In this paper, an effective spatiotemporal model is proposed for prediction of the temperature distribution. After the dominant spatial basis functions are obtained by the Karhunen-Loeve method under the time/space separation, a kernel-based random vector functional-link network is developed for learning unknown temporal dynamics. After time/space synthesis, the spatiotemporal model can be constructed to effectively estimate the temperature distribution in high learning speed. The generalization performance of this model is discussed using Rademacher complexity. Simulations on two typical industrial thermal processes show that the proposed method has superior model performance than neural networks and least square support vector machine.
Keywords:
Karhunen-Loeve (KL) decomposition
kernel-based random vector functional-link (K-RVFL)
Rademacher complexity
time/space coupled
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