$x,y$	Cartesian coordinates/m
$u(x,y),v(x,y)$	Coordinates of the velocity vector ($m·s^{-1}$)
$\nu$	Nanofluid viscosity (kinematic) ($m^2·s^{-1}$)
$\mu$	Nanofluid viscosity (dynamic) ($Kg·m^{-1}·s^{-1}$)
$C_b$	Inertial coefficient (m)
$\sigma$	Electric conductivity (${(\Omega ·m)}^{-1}$)
$B_0$	Magnetic impact ($A·m^{-1}$)
$K_1$	Permeability ($m^2$)
$\rho$	Density of the nanofluid ($Kg·m^{-3}$)
${\sigma }_{SB}$	Stefan–Boltzmann constant ($W·K^{-4}·m^{-2}$)
$\alpha$	Thermal diffusivity ($m^2·s^{-1}$)
$k_{ABS}$	Mean absorption factor ($m^{-1}$)
T	Temperature (K)
C	Concentration ($mol·m^{-3}$)
$T_w$	Temperature at the wall (K)
$C_w$	Concentration of nanoparticles at the wall ($mol·m^{-3}$)
$\left(\rho c\right)$	Nanofluid’s productive heat capacity
$T_{\infty }$	Temperature far away from the surface (boundary condition)
$C_{\infty }$	Concentration of nanoparticles far away from the surface
	(boundary condition)
$Cr$	Chemical reaction ($s^{-1}$)
${\left(\rho c\right)}_p$	Nanoparticles’ productive heat capacity ($J·m^{-3}·K^{-1}$)
$D_T$	Thermophoretic effect ($m^2·s^{-1}$)
$D_B$	Brownian diffusion factor ($m^2·s^{-1}$)
$F_r$	Local inertia
M	Magnetic parameter
e	Positive constant number ($s^{-1}$)
$Le$	Lewis factor
$Nb$	Brownian diffusion parameter
$Pr$	Prandtl factor
$Nt$	Thermophoretic parameter
$N{u}_x$	Local Nusselt number (heat flux)
$S{h}_x$	Local Sherwood number (mass flux)
$f^{\prime }$	Dimensionless velocity
$\eta$	Dimensionless variable
$\varphi$	Dimensionless concentration of the nanoparticles
$\theta$	Dimensionless temperature field
${\lambda }_1$	Relaxation time involvement
$q_r$	Radiative heat flux ($W·m^{-2}$)
$\gamma$	Deborah number
$\lambda$	Porosity parameter
$Rd$	Radiation factor
K	First-order chemical reaction
$\tau$	Dimensionless thermal coefficient
${\delta }_C$	Corrective concentration coefficient