Title of article :
Solution of fractional oxygen diffusion problem having without singular kernel
Author/Authors :
Alkahtani ، Badr S. - King Saud University , Algahtani ، Obaid J. - King Saud University , Dubey ، Ravi Shanker - Yagyavalkya Institute of Technology , Goswami ، Pranay - Ambedkar University Delhi
Abstract :
In the present paper, we use an efficient approach to solve fractional differential equation, oxygen diffusion problem which is used to describe oxygen absorption in human body. The oxygen diffusion problem is considered in new Caputo derivative of fractional order in this paper. Using an iterative approach, we derive the solutions of the modified system.
Keywords :
Oxygen diffusion problem , Caputo , Fabrizio fractional derivative , fractional differential equation , Laplace transform , fixed , point theorem
Journal title :
Journal of Nonlinear Science and Applications
Journal title :
Journal of Nonlinear Science and Applications
