S. Mosayebidorcheh

TL;DR: In this article, an asymmetric peristaltic nanofluid flow in a two dimensional and divergent wavy channel is modeled and the heat transfer analysis is performed for it.

TL;DR: In this article, the transient thermal analysis of longitudinal fins with variable cross section considering internal heat generation is studied, where the profile shapes of the fins are considered rectangular, convex, triangular and concave.

TL;DR: In this article, the authors used the differential transform method (DTM) to solve the nonlinear heat transfer equation of a fin with the power-law temperature-dependent both thermal conductivity and heat transfer coefficient using DTM, the differential equation and the related boundary conditions transformed into a recurrence set of equations and finally, the coefficients of power series are obtained based on the solution of this set of equation DTM overcame on nonlinearity without using restrictive assumptions or linearization.

TL;DR: In this paper, a zero-equation turbulence model is used to simulate turbulent flow and an analytical procedure is used for finding the effects of the problem parameters on the average Nusselt number over the lower plate depends linearly on volume fraction of nanofluid, Hall parameter, turbulent Eckert number, and Reynolds number.

TL;DR: In this article, a hybrid numerical algorithm which combines differential transformation (DTM) and finite difference (FDM) methods is utilized to theoretically study the present problem, and the accuracy of this method solution is checked against the numerical solution.