2002
DOI: 10.2112/1551-5036-36.sp1.16
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A Numerical Model of Wave Propagation on Mild Slopes

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Cited by 10 publications
(4 citation statements)
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“…The mild slope equation has been separated into three equations using the wave function derived from the velocity potential and considering the approach angle over irregular bathymetries. Computationally, the numerical model simulates propagation on broad coastal areas under changing wave conditions [16,26]. The complex velocity potential (𝜑𝜑) was given by [25]:…”
Section: The Hybrid Hydrodynamic Mcs Risk Modelmentioning
confidence: 99%
“…The mild slope equation has been separated into three equations using the wave function derived from the velocity potential and considering the approach angle over irregular bathymetries. Computationally, the numerical model simulates propagation on broad coastal areas under changing wave conditions [16,26]. The complex velocity potential (𝜑𝜑) was given by [25]:…”
Section: The Hybrid Hydrodynamic Mcs Risk Modelmentioning
confidence: 99%
“…The numerical MIKE 21 Flow Model, coupled with the HD, SW, ST, and Shoreline Morphology modules, takes into account the space and time period of the prevailing and extreme conditions of the phenomena of interest by simulating the morphodynamics of an embayed beach with sediment transport and bed level changes due to currents or combined waves/currents. The MIKE 21 Flow Model has the efficiency to study the wave transformation over different temporal and spatial scales; it also allows repeating running tests with different wave exposure forcing conditions along different values of parameters [40] in order to better understand the nearshore circulation.…”
Section: Modelingmentioning
confidence: 99%
“…Ebersole [2] presented this method as an efficient way to solve the elliptic form of the mild-slope equation. Balas and Inan [13] used the same technique of Ebersole [2] to solve a field wave transformation problem.…”
Section: The Elliptic Modelmentioning
confidence: 99%