Squeezing Flow of an Electrically Conducting Casson Fluid by Hermite Wavelet Technique

Abstract

The squeezing flow of an electrically conducting Casson fluid has been occupied in the report. The governing magneto-hydrodynamic equations transformed into highly nonlinear ordinary differential equations. The Hermite wavelet technique (HWM) resolves the consequential equation numerically. The outcomes of the Hermite wavelet and numerical approaches are remarkably identical. Through this, it is confirmed that we can solve such problems with the help of the Hermite wavelet method. Flow properties involving material parameters are additionally mentioned and defined in the element with the graphical resource. It is determined that magnetic subject is used as a managed occurrence in several flows because it normalizes the drift property. In addition, squeeze range theatre is a crucial responsibility in these sorts of issues, and an increase in squeeze variety will increase the velocity outline.