@Article{fdmp.2022.021136, AUTHOR = {Tahir Naseem, Iqra Bibi, Azeem Shahzad, Mohammad Munir}, TITLE = {Analysis of Heat Transport in a Powell-Eyring Fluid with Radiation and Joule Heating Effects via a Similarity Transformation}, JOURNAL = {Fluid Dynamics \& Materials Processing}, VOLUME = {19}, YEAR = {2023}, NUMBER = {3}, PAGES = {663--677}, URL = {http://www.techscience.com/fdmp/v19n3/50040}, ISSN = {1555-2578}, ABSTRACT = {Heat transfer in an Eyring-Powell fluid that conducts electricity and flows past an exponentially growing sheet is considered. As the sheet is stretched in the x direction, the flow develops in the region with y > 0. The problem is tackled through a set of partial differential equations accounting for Magnetohydrodynamics (MHD), radiation and Joule heating effects, which are converted into a set of equivalent ordinary differential equations through a similarity transformation. The converted problem is solved in MATLAB in the framework a fourth order accurate integration scheme. It is found that the thermal relaxation period is inversely proportional to the thickness of the thermal boundary layer, whereas the Eckert-number displays the opposite trend. As this characteristic number grows, the temperature within the channel increases.}, DOI = {10.32604/fdmp.2022.021136} }