Fig. 1
Physical configuration.
Table 1
Nomenclature.
| Symbol | Meanings |
|---|---|
| Cp | Specific heat at constant pressure(J/kg°C) |
| B | Magnetic field (Tesla) |
| C | Concentration of the fluid (mol/m3) |
| Cw | Concentration of the wall of the surface (mol/m3) |
| C∞ | Free stream concentration |
| f | Dimensionless stream function |
| Hs | Heat source/sink parameter |
| κT | Coefficient of thermal diffusivity (m2/s) |
| κC | Coefficient of solute diffusivity |
| M | MHD parameter |
| Pr | Prandtl number |
| Q* | Coefficient of heat source (W/m3) |
| R | Radiation parameter |
| S | Suction/blowing parameter |
| Sc | Schmidt number |
| T | Temperature of the fluid (K) |
| Tw | Temperature of the wall of the surface (K) |
| T∞ | Free stream temperature (K) |
| u0 | Reference velocity (m/s) |
| u, v | Velocities in x and y directions (m/s) |
| x, y | Cartesian coordinates (m) |
| Greek Symbols | |
| β | Casson fluid parameter |
| η | Similarity variable |
| γ | Chemical reaction parameter |
| ρ | Density of the fluid (kg/m3) |
| ν | Kinematic viscosity (m2/s) |
| θ | Non dimensional temperature |
| φ | Non dimensional concentration |
Fig. 2
Influence of β on f′(η).
Fig. 3
Influence of S on f′(η).
Fig. 4
Influence of β on f(η).
Fig. 5
Influence of M on f(η).
Fig. 6
Influence of M on f′(η).
Fig. 7
Influence of β on θ(η).
Fig. 8
Influence of S on θ(η).
Fig. 9
Influence of Hs on θ(η).
Fig. 10
Influence of M on θ(η).
Fig. 11
Influence of R on θ(η).
Fig. 12
Influence of Pr on θ(η).
Fig. 13
Influence of Sc on φ(η).
Fig. 14
Influence of γ on φ(η).
Fig. 15
Influence of β on φ(η).
Fig. 16
Influence of M on φ(η).