Add to ORKGAbstract: The numerical wave generating and wave breaking are introduced in simulation of wave transformation based on fully non-linear Boussinesq equations. Non-reflection wave generating is achieved by adding a source function term into a continuity equation in the wave making region. The value of δ in source function with variation of relative water depth and wave height is found. Then the linear superposition method is used to simulate irregular wave, and is verified by the autocorrelation method of wave spectrum estimation. The relationship among the parameter t ∆ , m and N is discussed in spectrum estimation. In the point of wave breaking transforming turbulence energy, wave breaking terms expressing this transform are added into mome...
A two-dimensional high-order Boussinesq-type model was derived to simulate wave propagation and rele...
Recent studies of water waves propagating over sloping seabeds have shown that sudden transitions fr...
The paper describes the non-linear transformation of long waves in shallow water of variable depth. ...
In this paper, a shock-capturing numerical model, based on the combined solution of Boussinesq and n...
A method for generating waves in Boussinesq-type wave models is described. The method employs a sour...
The interplay between low and high frequency waves is groundwork for the near-shore hydrodynamics fo...
International audienceIn this paper, a new method to handle wave breaking in fully non-linear Boussi...
Un modèle de type Boussinesq (SERR1D) incluant une paramétrisation du déferlement est utilisée pour ...
In this paper, a new Boussinesq water wave theory is derived which can simulate highly dispersive no...
In this paper we propose a new model based on a contravariant integral form of the fully non-linear ...
A Boussinesq-type model is applied herein to study wave propagation and wave breaking over complex b...
AbstractTo better understand the complex process of wave transformation and associated hydrodynamics...
The candidate confirms that the work submitted is his own and that the appropriate credit has been g...
A spectral evolution model is implemented of the extended Boussinesq equation which can be used for ...
A coastal ocean hydrodynamics modelling system has been created, with potential for future improveme...
A two-dimensional high-order Boussinesq-type model was derived to simulate wave propagation and rele...
Recent studies of water waves propagating over sloping seabeds have shown that sudden transitions fr...
The paper describes the non-linear transformation of long waves in shallow water of variable depth. ...
In this paper, a shock-capturing numerical model, based on the combined solution of Boussinesq and n...
A method for generating waves in Boussinesq-type wave models is described. The method employs a sour...
The interplay between low and high frequency waves is groundwork for the near-shore hydrodynamics fo...
International audienceIn this paper, a new method to handle wave breaking in fully non-linear Boussi...
Un modèle de type Boussinesq (SERR1D) incluant une paramétrisation du déferlement est utilisée pour ...
In this paper, a new Boussinesq water wave theory is derived which can simulate highly dispersive no...
In this paper we propose a new model based on a contravariant integral form of the fully non-linear ...
A Boussinesq-type model is applied herein to study wave propagation and wave breaking over complex b...
AbstractTo better understand the complex process of wave transformation and associated hydrodynamics...
The candidate confirms that the work submitted is his own and that the appropriate credit has been g...
A spectral evolution model is implemented of the extended Boussinesq equation which can be used for ...
A coastal ocean hydrodynamics modelling system has been created, with potential for future improveme...
A two-dimensional high-order Boussinesq-type model was derived to simulate wave propagation and rele...
Recent studies of water waves propagating over sloping seabeds have shown that sudden transitions fr...
The paper describes the non-linear transformation of long waves in shallow water of variable depth. ...
