Wave asymmetry and particle orbits in irregular wave models
Water particle orbits are key elements in the Lagrange wave formulation. The stochasticMiche implementation of the Lagrange model is a linear Gaussian 2D or 3D space-time model which exhibit typical non-linear wave characteristics when transformed to Eulerian coordinates. This paper investigates the statistical relation between the degree of front-back asymmetry of individual waves and the orbit oWater particle orbits are key elements in the Lagrange wave formulation. The stochastic Miche implementation of the Lagrange model is a linear Gaussian two-dimensional or three-dimensional space–time model which exhibits typical nonlinear wave characteristics when transformed to Eulerian coordinates. This paper investigates the statistical relation between the degree of front–back asymmetry of ind
