Nonlinear propagation of intense acoustic waves through inhomogeneous medium is an important problem for many modern applications including sonic booms in a turbulent atmosphere, explosive waves in a fluctuating ocean, and intense ultrasound and shock waves in biological tissue. In this work, a nonlinear parabolic wave equation with inclusion of scalar and vectorial inhomogeneities is presented. Results are presented in the case of the initially harmonic wave propagation through a 2D random velocity field. © 2004 IEEE
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...
Boundary (and initial) conditions choice for the effective generation and propagation of nonlinear s...
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...
A new parabolic equation is derived to describe the propagation of nonlinear sound waves in inhomoge...
The combined effects of acoustic nonlinearity and diffraction on the propagation of intense acoustic...
Propagation of nonlinear acoustic signals in randomly inhomogeneous moving media is one of the most ...
A three-dimensional model of the forward propagation of nonlinear sound beams in inhomogeneous media...
Two new derivations of \vector " parabolic equations (PE) for use in acoustic propagation have ...
International audienceA nonlinear parabolic equation (NPE) model for weakly nonlinear sound propagat...
Nonlinear aspects of wave propagation in a random medium are considered using a systematic perturbat...
Nonlinear propagation of intense acoustic waves through an inhomogeneous moving medium has many dive...
Nonlinear aspects of wave propagation in a random medium are considered using a systematic perturbat...
The refraction and scattering of nonlinear acoustic waves play an important role in the realistic ap...
The refraction and scattering of nonlinear acoustic waves play an important role in the realistic ap...
AbstractThis paper develops a two-dimensional (range and depth) formulation for small-angle propagat...
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...
Boundary (and initial) conditions choice for the effective generation and propagation of nonlinear s...
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...
A new parabolic equation is derived to describe the propagation of nonlinear sound waves in inhomoge...
The combined effects of acoustic nonlinearity and diffraction on the propagation of intense acoustic...
Propagation of nonlinear acoustic signals in randomly inhomogeneous moving media is one of the most ...
A three-dimensional model of the forward propagation of nonlinear sound beams in inhomogeneous media...
Two new derivations of \vector " parabolic equations (PE) for use in acoustic propagation have ...
International audienceA nonlinear parabolic equation (NPE) model for weakly nonlinear sound propagat...
Nonlinear aspects of wave propagation in a random medium are considered using a systematic perturbat...
Nonlinear propagation of intense acoustic waves through an inhomogeneous moving medium has many dive...
Nonlinear aspects of wave propagation in a random medium are considered using a systematic perturbat...
The refraction and scattering of nonlinear acoustic waves play an important role in the realistic ap...
The refraction and scattering of nonlinear acoustic waves play an important role in the realistic ap...
AbstractThis paper develops a two-dimensional (range and depth) formulation for small-angle propagat...
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...
Boundary (and initial) conditions choice for the effective generation and propagation of nonlinear s...
In this thesis we study wave propagation in inhomogeneous media. Examples of the classical (massless...