MHD	Magnetohydrodynamics
$\mathrm{RK}-45$	Runge-Kutta 45 Method
ODE	Ordinary Differential Equation
PDE	Partial Differential Equation
$u,v$	Horizontal and vertical velocity components/m·s${}^{-1}$
$x,y$	Cartesian coordinates/m
$u_w=b{x}^n$	Stretching velocity/m·s${}^{-1}$
$\mu$	Dynamic viscosity/Pa·s
b	Stretching rate/s${}^{-1}$
$\nu$	Kinematic viscosity/m${}^2·$s${}^{-1}$
$B_0$	Applied magnetic field intensity/A·m${}^{-1}$
k	Thermal conductivity/W·m${}^{-1}·$K${}^{-1}$
${\rho }_{fl}$	Density/kg·m${}^{-3}$
$D_B$	Brownian diffusion
$D_T$	Thermophoresis
$T,T_{\infty },T_w,T_{fl}$	Temperature distributions at various locations/K
$C,C_{\infty },C_w,C_{fl}$	Concentration distributions at various locations/kg·m${}^{-3}$
$\sigma$	Electric conductivity of the fluid/($\mathsf{\Omega }$ m)${}^{-1}$
${\left(\rho c\right)}_p$	Nanoparticles’ productive heat capacity/J·m${}^{-3}·$k${}^{-1}$
${\left(\rho c\right)}_{fl}$	Fluid’s productive heat capacity/J·m${}^{-3}·$k${}^{-1}$
M	Magnetic parameter
$C_b$	Drag force coefficient
K	Permeability of the porous medium
$\tau$	Ratio of heat capacity of fluid and nanoparticles
$K_r$	Binary chemical reaction
E	Activation energy
Dimensionless Parameters:
$Sc$	Schmidt number
$Pr$	Prandtl number
$N_t$	Thermophoresis
$N_b$	Brownian diffusion
$N{u}_x$	Nusselt factor (Heat flux parameter)
$S{h}_x$	Sherwood factor (Mass flux parameter)
$W_1$	Weissenberg number
$N_G$	Entropy generation rate
${\beta }_1$	Temperature difference parameter
${\beta }_2$	Concentration difference parameter
$B{r}_1$	Brinkman number
$L_1$	Diffusion parameter
$F_r$	Inertial force parameter
$K_R$	Binary chemical reaction parameter
$E_1$	Activation energy parameter
$E_G$	Entropy generation
$\lambda$	Porosity factor
$\eta$	Variable
$f^{\prime }$	Velocity
$\theta$	Temperature
$\varphi$	Concentration