Numerical investigation of squeezing flow with mass and heat exchange between parallel plates: a study of velocity, temperature, and concentration distributions

The numerical study of squeezing flow with mass and heat exchange of an incompressible, 2-D viscous fluid between 2 plates held parallel to each other has been taken under consideration. The governing Partial Differential Equations (PDE) are reduced to the dimensionless Ordinary Differential Equations (ODEs) by an appropriate transformation. To solve ODEs, we used the shooting technique along with Adam's Moulton method implemented in Fortran programming language. The results obtained are compared to the articles previously published. By changing the values of different physical parameters, we observed the nature of velocity, energy and the concentration distributions. At the end, the graphs and tables are shown which are obtained under this investigation.