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System-Identification for Regular Water Waves

Author(s): Aoming Liang; Kun Zheng; Zhan Wang; Ruipeng Li; Mingming Ge; Dixia Fan

Linked Author(s): Mingming Ge

Keywords: System identification; Nonlinear auto-regressive model; Wave prediction; Hammerstein-Wiener model

Abstract: In this paper, we study and estimate the regular water-wave identification methods by use of the Nonlinear auto-regressive model (NARM) and Hammerstein-Wiener model. We analyze and optimize the parameters in multi-regressions. Under the nonlinear group regression model, we selected three common models, such as wavelet transform, decision tree model, and support vector machine model with Gaussian process. Finally, the Hammerstein-Wiener shows a great performance on identification processes. Specifically, we achieve a maximum accuracy of 88% on our validation set. We used the AIC index and NMSE to measure the superiority of the model.

DOI: https://doi.org/10.3850/978-90-833476-1-5_iahr40wc-p1436-cd

Year: 2023

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