A Nonlinear Wave Propagation Model (original) (raw)

Numerical Modeling of Extended Mild Slope Equation with Modified Mac Cormack Method

Lale Balas

2009

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Review and Verification of Numerical Wave Models for Near Coastal Areas-Part 1: Review of Mild Slope Equation, Relevant Approximations, and Technical Details of …

James Kaihatu

1997

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Numerical Modeling of Mild Slope Equation with Finite Volume Method

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Development of a nonlinear and dispersive numerical model of wave propagation in the coastal zone

Michel Benoit

2018

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Applied Mathematical Modelling, 2021

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Journal of Hydraulic Research, 2002

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Physics of Fluids, 2006

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Guus Stelling

Lecture notes in computational science and engineering, 2009

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Solution of the mild-slope wave problem by iteration

Vijay Panchang

Applied Ocean Research, 1991

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Review and Verification of Numerical Wave Models for Near Coastal Areas - Part 2: Verification of Near Coastal Numerical Wave Models

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Linear and nonlinear wave diffraction using the nonlinear time dependent mild slope equations

Samir Abohadima

Coastal Engineering, 1999

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Implementation and Validation of a New Wave Breaking Criterion in a Nonlinear Wave Propagation Model

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diah ambarwulan

Journal of Physics: Conference Series, 2019

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Numerical modeling of extended mild slope equation with finite volume method

asu inan

… and Computers in …, 2008

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A parametric finite-difference method for shallow sea waves

A. Prospathopoulos

International Journal for Numerical Methods in Fluids, 2007

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Development of a highly nonlinear model for wave propagation over a variable bathymetry

Pierre Ferrant

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Design and Implementation of an Simulation of Water Wave Transformation Using Higher Order Mild-Slope Equation

Yuan-Jyh Lan

Journal of Marine Science and Technology, 2012

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A Nonlinear Numerical Model For Surface And Internal Waves ShoalingOn A Permeable Beach

Taro Kakinuma

WIT Transactions on the Built Environment, 1970

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Numerical Modeling Of Refraction And Diffraction

asu inan

WIT Transactions on the Built Environment, 2001

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Numerical simulation of weakly nonlinear wave propagation in variable bathymetry regions

Konstadinos Belibassakis

2004

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Numerical Simulation for One-Dimensional (1D) Wave Propagation by Solving the Shallow Water Equations using the Preissmann Implicit Scheme

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Simulation of waves group propagation and breaking in coastal zone using a navier-stokes solver with an improved vof free surface treatment

mohammad javad ketabdari

2008

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Numerical study of propagation of ship waves on a sloping coast

Khanh Dam

Ocean Engineering, 2006

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Simulation the Runup of Nonlinear Surface Gravity Waves a Steep Coastal Slope

Iftikhar Abbasov

International Journal of Pure and Apllied Mathematics, 2013

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A Grid Model for Shallow Water Waves

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Coastal Engineering 1986, 1987

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Numerical Modelling of Coastal Currents

asu inan

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Treatment of Wave Breaking and Total Absorption in a Mild-Slope Equation FEM Model

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Journal of Waterway, Port, Coastal, and Ocean Engineering, 2001

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Effect of higher-order bottom variation terms on the refraction of water waves in the extended mild-slope equations

Changhoon Lee

Ocean Engineering, 2004

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On the role of shoreline boundary conditions in wave overtopping modelling with non-linear shallow water equations

Riccardo Briganti

Coastal Engineering, 2009

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Theoretical analysis of surface waves shoaling and breaking on a sloping bottom. Part 2: Nonlinear waves

Hwung-hweng Hwung

Wave Motion, 2006

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Wave parameter tuning for the application of the mild-slope equation on steep beaches and in shallow water

Ulf Ehrenmark

Coastal Engineering, 2001

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Modeling of depth-induced wave breaking in a simulation code for nonlinear and dispersive waves in the coastal zone

Michel Benoit

HAL (Le Centre pour la Communication Scientifique Directe), 2018

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Improvement on open boundaries on a time dependent numerical model of wave propagation in the nearshore region

Filipa Oliveira

Ocean Engineering

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Numerical simulation of the long-wave runup on a coast

Leonid Chubarov

Russian Journal of Mathematical Modelling, 2003

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Physical Modeling of Extreme Waves Propagating from the Open Sea to the Coastal Zone

Nizar Abcha

Estuaries and Coastal Zones in Times of Global Change, 2020

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