A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory

A numerical stochastic wave model was developed in this study based on the quasi-coherent theoretical framework proposed by Smit and Janssen in 2013. Subsequently, the model was implemented to reproduce and cross-confirm the findings of the quasi-coherent (QC) spectral wave modeling approach. The pr...

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Main Authors: Vasilis Baltikas, Yannis N. Krestenitis
Format: Article
Language:English
Published: MDPI AG 2023-10-01
Series:Journal of Marine Science and Engineering
Subjects:
Online Access:https://www.mdpi.com/2077-1312/11/11/2066
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author Vasilis Baltikas
Yannis N. Krestenitis
author_facet Vasilis Baltikas
Yannis N. Krestenitis
author_sort Vasilis Baltikas
collection DOAJ
description A numerical stochastic wave model was developed in this study based on the quasi-coherent theoretical framework proposed by Smit and Janssen in 2013. Subsequently, the model was implemented to reproduce and cross-confirm the findings of the quasi-coherent (QC) spectral wave modeling approach. The process included simulations of experiments conducted by Vincent and Briggs regarding waves propagating over a submerged shoal. The results of the simulations agree with the expected results of the QC theory, which can account for the spatial coherence of inhomogeneous wave fields and capture wave interference more accurately than conventional spectral wave models. In addition, extra insight was gained about aspects of the overall numerical implementation of the QC theory.
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spelling doaj.art-bf0e27cc81f5415f9466561a05257dcb2023-11-24T14:50:18ZengMDPI AGJournal of Marine Science and Engineering2077-13122023-10-011111206610.3390/jmse11112066A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent TheoryVasilis Baltikas0Yannis N. Krestenitis1Laboratory of Maritime Engineering and Maritime Works, School of Civil Engineering, Aristotle University of Thessaloniki, GR-54124 Thessaloniki, GreeceLaboratory of Maritime Engineering and Maritime Works, School of Civil Engineering, Aristotle University of Thessaloniki, GR-54124 Thessaloniki, GreeceA numerical stochastic wave model was developed in this study based on the quasi-coherent theoretical framework proposed by Smit and Janssen in 2013. Subsequently, the model was implemented to reproduce and cross-confirm the findings of the quasi-coherent (QC) spectral wave modeling approach. The process included simulations of experiments conducted by Vincent and Briggs regarding waves propagating over a submerged shoal. The results of the simulations agree with the expected results of the QC theory, which can account for the spatial coherence of inhomogeneous wave fields and capture wave interference more accurately than conventional spectral wave models. In addition, extra insight was gained about aspects of the overall numerical implementation of the QC theory.https://www.mdpi.com/2077-1312/11/11/2066ocean wavesspectral wave modelinginhomogeneous wave fieldswave interferencequasi-coherent theorywave model
spellingShingle Vasilis Baltikas
Yannis N. Krestenitis
A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
Journal of Marine Science and Engineering
ocean waves
spectral wave modeling
inhomogeneous wave fields
wave interference
quasi-coherent theory
wave model
title A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
title_full A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
title_fullStr A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
title_full_unstemmed A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
title_short A Spectral Wave Model for Inhomogeneous Water Wave Fields Using the Quasi-Coherent Theory
title_sort spectral wave model for inhomogeneous water wave fields using the quasi coherent theory
topic ocean waves
spectral wave modeling
inhomogeneous wave fields
wave interference
quasi-coherent theory
wave model
url https://www.mdpi.com/2077-1312/11/11/2066
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AT yannisnkrestenitis aspectralwavemodelforinhomogeneouswaterwavefieldsusingthequasicoherenttheory
AT vasilisbaltikas spectralwavemodelforinhomogeneouswaterwavefieldsusingthequasicoherenttheory
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