Abstract: Objective of this contribution is to show how to implement the Mild Slope Equations with Comsol Multiphysics. These equations are commonly used to study the propagation of waves in harbors. Some interesting features are presented, namely the use of weak terms (used for the modelling of the source term); the evaluation of a smooth phase gradient from the complex dependent variable; a robust method to solve the wave dispersion relation with sufficient accuracy and continuity. As example application, the wave field that would occur in Casal Borsetti Marina (RA) accounting for a fictitious northward extension of the actual pears is shown
Weyl rule of association, proposed by Hermann Weyl for quantum mechanics applications (Weyl, 1931), ...
A new method is developed for approximating the scattering of linear surface gravity waves on water ...
The nonlinear parabolic mild-slope equation is a useful method to study the nearshore wave problem. ...
Objective of this contribution is to show how to implement the Mild Slope Equations with Comsol Mult...
The mild slope equation is used to describe wave propagating in the near shore region. In this paper...
Linear wave theory is a simple theory that researchers and engineers often use to study a wave in de...
This study is to propose a wave model with both wave dispersivity and nonlinearity for the wave fiel...
Abstract When waves propagate from deep water to shallow water, they transform. Extended mild slope ...
Propagation of water waves in coastal zones is mainly affected by the influence of currents and bath...
This paper presents a numerical model based on the mild-slope equation (MSE for short) suitable to...
Abstract: In this paper, a systematic, overall view of theories for periodic waves of permanent form...
The mild-slope equation is an effective approximation for treating the combined effects of refractio...
In this paper we formulate relatively simple models to describe the propagation of coastal waves fro...
As surface waves propagate from deep water toward shallow coastal areas, their ensuing transformatio...
Numerical calculation method of short waves in the coastal zone is developed using the transformed m...
Weyl rule of association, proposed by Hermann Weyl for quantum mechanics applications (Weyl, 1931), ...
A new method is developed for approximating the scattering of linear surface gravity waves on water ...
The nonlinear parabolic mild-slope equation is a useful method to study the nearshore wave problem. ...
Objective of this contribution is to show how to implement the Mild Slope Equations with Comsol Mult...
The mild slope equation is used to describe wave propagating in the near shore region. In this paper...
Linear wave theory is a simple theory that researchers and engineers often use to study a wave in de...
This study is to propose a wave model with both wave dispersivity and nonlinearity for the wave fiel...
Abstract When waves propagate from deep water to shallow water, they transform. Extended mild slope ...
Propagation of water waves in coastal zones is mainly affected by the influence of currents and bath...
This paper presents a numerical model based on the mild-slope equation (MSE for short) suitable to...
Abstract: In this paper, a systematic, overall view of theories for periodic waves of permanent form...
The mild-slope equation is an effective approximation for treating the combined effects of refractio...
In this paper we formulate relatively simple models to describe the propagation of coastal waves fro...
As surface waves propagate from deep water toward shallow coastal areas, their ensuing transformatio...
Numerical calculation method of short waves in the coastal zone is developed using the transformed m...
Weyl rule of association, proposed by Hermann Weyl for quantum mechanics applications (Weyl, 1931), ...
A new method is developed for approximating the scattering of linear surface gravity waves on water ...
The nonlinear parabolic mild-slope equation is a useful method to study the nearshore wave problem. ...