A coupled spectral and boundary element method based on Helmholtz equation for shallow water wave is presented in this paper. This combine method fulfils the advantage of both the methods, spectral discretization of the boundary using the Chebyshev’s polynomial and boundary integral equation which satisfy the Somerfield radiation boundary condition. The model validation has been performed on rectangular harbor for which the experimental, theoretical and analytical simulations already exist. The present model is implemented to estimate the wave amplification for various directional incoming waves propagating towards the realistic ports such as Paradip Port, Odisha, India and Pohang New harbor (PNH), Pohang, South Korea under the resonance conditions. The reliable simulation results suggest that the present numerical scheme is competent and can be implemented on any realistic harbor for estimation of wave behavior.
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Research Article| January 10 2019
Spectral boundary element method for shallow water waves
AIP Conf. Proc. 2061, 020009 (2019)
Rupali, Gulshan, Prashant Kumar; Spectral boundary element method for shallow water waves. AIP Conf. Proc. 10 January 2019; 2061 (1): 020009. https://doi.org/10.1063/1.5086631
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