This paper outlines a comprehensive study of the fluid-flow in the presence of heat and mass transfer. The governing non-linear ODE are solved by means of the homotopy perturbation method. A comparison of the present solution is also made with the existing solution and excellent agreement is observed. The implementation of homotopy perturbation method proved to be extremely effective and highly suitable. The solution procedure explicitly elucidates the remarkable accuracy of the proposed algorithm
In this paper, the problem of viscous heating in plane Couette flow is considered by the homotopy...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...
The solutions of nonlinear ordinary or partial differential equations are important in the study of ...
The solutions of nonlinear ordinary or partial differential equations are important in the study of ...
WOS: 000299764500016In this study, an approximate analytical solution of the magnetohydrodynamic nat...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Two new analytical methods to solve nonlinear heat transfer equations are homotopy perturbation meth...
AbstractThe aim of this paper was to present a user friendly numerical algorithm based on homotopy p...
The aim of this paper was to present a user friendly numerical algorithm based on homotopy perturbat...
In this Letter, the problem of determining the temperature distribution of a straight rectangular fi...
In this article, an analytical solution of the boundary layer fluid flow and heat transfer of a quie...
Most of the equations governing the problems related to science and engineering are nonlinear in nat...
In this paper, the problem of viscous heating in plane Couette flow is considered by the homotopy...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...
The solutions of nonlinear ordinary or partial differential equations are important in the study of ...
The solutions of nonlinear ordinary or partial differential equations are important in the study of ...
WOS: 000299764500016In this study, an approximate analytical solution of the magnetohydrodynamic nat...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Since most of the problems arising in science and engineering are nonlinear, they are inherently dif...
Two new analytical methods to solve nonlinear heat transfer equations are homotopy perturbation meth...
AbstractThe aim of this paper was to present a user friendly numerical algorithm based on homotopy p...
The aim of this paper was to present a user friendly numerical algorithm based on homotopy perturbat...
In this Letter, the problem of determining the temperature distribution of a straight rectangular fi...
In this article, an analytical solution of the boundary layer fluid flow and heat transfer of a quie...
Most of the equations governing the problems related to science and engineering are nonlinear in nat...
In this paper, the problem of viscous heating in plane Couette flow is considered by the homotopy...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...
An analytical approximation for the similarity solutions of the two- and three-dimensional stagnatio...