Add to ORKGSeveral methods solve linear fractional partial differential equations. In this paper, it is presented a fractional model of the liquid-film mass transfer equation to compare numerical solution between fractional and simple model of the equation. Then the approximate of the generalized differential transform method is compared with the exact solution of the equation in integer orders. Furthermore, the approximates will be obtained in the fractional orders by limiting the intervals of the coefficient and variables. The results show that we can achieve the same result with the proposed fractional model and the method has a high accuracy
The hydrodynamic dispersion equation was generalized using the concept of variational order derivati...
In this paper, the approximate solutions of the fractional diffusion equations described by the frac...
Abstract: In this paper, we illustrate application of the reduced differential transform method (RDT...
In this study, the multi-step fractional differential transform method (MSFDTM) is employed to obtai...
In this paper the generalized differential transform method is applied to obtain an approximate solu...
In this paper, the reduced differential transform method is modified and successfully used to sol...
AbstractThis paper presents approximate analytical solutions for systems of fractional differential ...
Abstract: In this paper, the Generalized Differential Transform Method (GDTM) is used to solve fract...
AbstractIn this study, the homotopy perturbation transform method (HPTM) is performed to give analyt...
In recent time there is a very great interest in the study of differential equations of fractional o...
In recent work, author in [1] employed the modified differential transform method(MDTM) for solving ...
In this study, the homotopy perturbation transform method (HPTM) is performed to give analytical sol...
In this paper, we propose a new approach of the generalized differential transform method (GDTM) for...
The hydrodynamic dispersion equation was generalized using the concept of variational order derivati...
Fractional derivatives play a very important role in modeling physical phenomena involving long-rang...
The hydrodynamic dispersion equation was generalized using the concept of variational order derivati...
In this paper, the approximate solutions of the fractional diffusion equations described by the frac...
Abstract: In this paper, we illustrate application of the reduced differential transform method (RDT...
In this study, the multi-step fractional differential transform method (MSFDTM) is employed to obtai...
In this paper the generalized differential transform method is applied to obtain an approximate solu...
In this paper, the reduced differential transform method is modified and successfully used to sol...
AbstractThis paper presents approximate analytical solutions for systems of fractional differential ...
Abstract: In this paper, the Generalized Differential Transform Method (GDTM) is used to solve fract...
AbstractIn this study, the homotopy perturbation transform method (HPTM) is performed to give analyt...
In recent time there is a very great interest in the study of differential equations of fractional o...
In recent work, author in [1] employed the modified differential transform method(MDTM) for solving ...
In this study, the homotopy perturbation transform method (HPTM) is performed to give analytical sol...
In this paper, we propose a new approach of the generalized differential transform method (GDTM) for...
The hydrodynamic dispersion equation was generalized using the concept of variational order derivati...
Fractional derivatives play a very important role in modeling physical phenomena involving long-rang...
The hydrodynamic dispersion equation was generalized using the concept of variational order derivati...
In this paper, the approximate solutions of the fractional diffusion equations described by the frac...
Abstract: In this paper, we illustrate application of the reduced differential transform method (RDT...