Effects of exponential variable viscosity on heat transfer flow of MHD fractional Maxwell fluid (Q2657633)

In the present work, the authors study the effects of an exponential variable viscosity on the heat transfer flow of a MHD fractional Maxwell fluid using the finite difference method with L1-algorithm. The effects of fractional and physical parameters on velocity, temperature average skin friction coefficient and average Nusselt number are discussed in detail. The abstract part is clear and easy to understand. The results are in good agreement with the existing results.