Abstract
This article addresses hydromagnetic squeezed flow of second-grade nanofluid between two parallel disks. Small magnetic Reynolds number theory is utilized in the mathematical modeling. Strong nonlinear system of ODEs is achieved by invoking suitable transformations. Convergence of resulting system is determined and verified. Curves have been interpreted in order to examine the effects of various embedded variables. Further surface drag forces and rate of heat and mass transportations are inspected. Our results declare that effects of squeezing and magnetic parameters on temperature distribution are quite reverse.