solution of higher order nonlinear time-fractional reaction diffusion equation
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ID: 153644
2016
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Abstract
The approximate analytical solution of fractional order, nonlinear, reaction differential equations, namely the nonlinear diffusion equations, with a given initial condition, is obtained by using the homotopy analysis method. As a demonstration of a good mathematical model, the present article gives graphical presentations of the effect of the reaction terms on the solution profile for various anomalous exponents of particular cases, to predict damping of the field variable. Numerical computations of the convergence control parameter, used to evaluate the convergence of approximate series solution through minimizing error, are also presented graphically for these cases.
| Reference Key |
tripathi2016entropysolution
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|---|---|
| Authors | ;Neeraj Kumar Tripathi;Subir Das;Seng Huat Ong;Hossein Jafari;Maysaa Al Qurashi |
| Journal | European journal of medicinal chemistry |
| Year | 2016 |
| DOI |
10.3390/e18090329
|
| URL | |
| Keywords | Keywords not found |
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