2022
DOI: 10.3389/fbuil.2022.991768
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Modelling and simulation of extreme wave heights around agatti island of lakshadweep, west coast of India

Abstract: Small islands experience variation in wave energy regime along shorter shoreline due to refraction, diffraction and variability in direction of wave travel. Nearshore wave climate around these islands is quite complex due to wave transformation associated with configuration of islands, and high steepness in the bathymetry. Understanding wave energy will help in identifying suitable locations for coastal structures, wave energy devices and sediment budgeting. Assessment of extreme wave climate around the island… Show more

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Cited by 2 publications
(1 citation statement)
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“…where N(x,σ,θ,t) is the wave-action density; t is time; x = (x,y) is the Cartesian coordinate, and v (Cx,Cy,Cσ,Cθ) is the group velocity in four-dimensional phase space x, σ, and θ; S is the source term for the energy balance equation; and ∇ is the four-dimensional differential operator in the x, σ, and θ space. In this study, the full spectral formulation was chosen [42].…”
Section: Hydrodynamic Modelmentioning
confidence: 99%
“…where N(x,σ,θ,t) is the wave-action density; t is time; x = (x,y) is the Cartesian coordinate, and v (Cx,Cy,Cσ,Cθ) is the group velocity in four-dimensional phase space x, σ, and θ; S is the source term for the energy balance equation; and ∇ is the four-dimensional differential operator in the x, σ, and θ space. In this study, the full spectral formulation was chosen [42].…”
Section: Hydrodynamic Modelmentioning
confidence: 99%