Add to ORKGThe development of Burger equation through the transform function is studied and we prove the existence and uniqueness of solution , also we give some applications
In this paper we find the exact solution of Burger's equation after reducing it to Bernoulli equatio...
In this work we generate the numerical solutions of Burgers' equation by applying the Crank-Nicholso...
WOS: 000237866800027Burgers' equation which is one-dimensional non-linear partial differential equat...
Even if numerical simulation of the Burgers' equation is well documented in the literature, a detail...
In this paper, the Lie group method is used to investigate some closed form solutions of famous Burg...
In this paper, the differential transform method (DTM) will be applied to the generalized Burgers-Hu...
The Burgers equations depict propagating wave with quadratic nonlinearity, it can be used to describ...
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comp...
Abstract Burgers–Huxley equations and their reduced form are of vital importance in modeling the int...
AbstractIn this paper, the Differential Transformation Method (DTM) is employed to obtain the numeri...
Burgers Equation has been widely studied because of its application in various physical phenomena as...
This paper presents a solution of the one-dimension Burgers equation using Decomposition Method and ...
AbstractThis paper discusses a recently developed semi-analytic technique so called the reduced diff...
Abstract-- In this paper we propose a new approach for solving Burgers ’ Equation [1–3]. We demonstr...
This is a chapter on numerical solutions of the Burgers equation given by Ut + eUUx - ? Uxx = 0, a =...
In this paper we find the exact solution of Burger's equation after reducing it to Bernoulli equatio...
In this work we generate the numerical solutions of Burgers' equation by applying the Crank-Nicholso...
WOS: 000237866800027Burgers' equation which is one-dimensional non-linear partial differential equat...
Even if numerical simulation of the Burgers' equation is well documented in the literature, a detail...
In this paper, the Lie group method is used to investigate some closed form solutions of famous Burg...
In this paper, the differential transform method (DTM) will be applied to the generalized Burgers-Hu...
The Burgers equations depict propagating wave with quadratic nonlinearity, it can be used to describ...
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comp...
Abstract Burgers–Huxley equations and their reduced form are of vital importance in modeling the int...
AbstractIn this paper, the Differential Transformation Method (DTM) is employed to obtain the numeri...
Burgers Equation has been widely studied because of its application in various physical phenomena as...
This paper presents a solution of the one-dimension Burgers equation using Decomposition Method and ...
AbstractThis paper discusses a recently developed semi-analytic technique so called the reduced diff...
Abstract-- In this paper we propose a new approach for solving Burgers ’ Equation [1–3]. We demonstr...
This is a chapter on numerical solutions of the Burgers equation given by Ut + eUUx - ? Uxx = 0, a =...
In this paper we find the exact solution of Burger's equation after reducing it to Bernoulli equatio...
In this work we generate the numerical solutions of Burgers' equation by applying the Crank-Nicholso...
WOS: 000237866800027Burgers' equation which is one-dimensional non-linear partial differential equat...