Using a singular perturbation analysis the nonplanar Burgers' equation is solved to yield the shock wave-displacement due to diffusion for spherical and cylindrical N waves, thus supplementing the earlier results of Lighthill for the plane N waves
Purpose - This paper aims to find the numerical solution of planar and non-planar Burgers\u27 equati...
The method of renormalization is used to determine a uniformly valid expansion for the problem of no...
The group theoretic, or Lie's method of continuous point transformations is applied to the study of ...
Using a singular perturbation analysis the nonplanar Burgers' equation is solved to yield the shock ...
An implicit predictor–corrector difference scheme is employed to study the propagation of spherical ...
The Burgers equation, in spherical and cylindrical symmetries, is studied numerically using pseudosp...
In this article, evolution of N-waves under the nonplanar Burgers equation, which takes into account...
In this article, evolution of N-waves under the nonplanar Burgers equation, which takes into account...
This article concerns the initial boundary value problem for the non linear dissipative Burgers equa...
International audienceAn analysis of dispersive/dissipative features of the difference schemes used ...
The Burgers equations depict propagating wave with quadratic nonlinearity, it can be used to describ...
The article of record as published may be found at https://doi.org/10.1080/00036817508839114Although...
A perturbation method based on the linear theory of operators [5] for solving non-linear problems is...
Cylindrical and spherical ion shock (IS) waves in a dense plasma with non-relativistic and ultra-rel...
AbstractIn the present work, a numerical study has been carried out for the singularly perturbed gen...
Purpose - This paper aims to find the numerical solution of planar and non-planar Burgers\u27 equati...
The method of renormalization is used to determine a uniformly valid expansion for the problem of no...
The group theoretic, or Lie's method of continuous point transformations is applied to the study of ...
Using a singular perturbation analysis the nonplanar Burgers' equation is solved to yield the shock ...
An implicit predictor–corrector difference scheme is employed to study the propagation of spherical ...
The Burgers equation, in spherical and cylindrical symmetries, is studied numerically using pseudosp...
In this article, evolution of N-waves under the nonplanar Burgers equation, which takes into account...
In this article, evolution of N-waves under the nonplanar Burgers equation, which takes into account...
This article concerns the initial boundary value problem for the non linear dissipative Burgers equa...
International audienceAn analysis of dispersive/dissipative features of the difference schemes used ...
The Burgers equations depict propagating wave with quadratic nonlinearity, it can be used to describ...
The article of record as published may be found at https://doi.org/10.1080/00036817508839114Although...
A perturbation method based on the linear theory of operators [5] for solving non-linear problems is...
Cylindrical and spherical ion shock (IS) waves in a dense plasma with non-relativistic and ultra-rel...
AbstractIn the present work, a numerical study has been carried out for the singularly perturbed gen...
Purpose - This paper aims to find the numerical solution of planar and non-planar Burgers\u27 equati...
The method of renormalization is used to determine a uniformly valid expansion for the problem of no...
The group theoretic, or Lie's method of continuous point transformations is applied to the study of ...
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