| α | ζ | ζ | (ζ,γ) |
| ϕ(p,α) | ${{M}_{p}}{{\left[ \left( \frac{{{p}_{c}}}{p}-1 \right) \right]}^{1/2}}$ | $Mp{{\left[ \frac{1}{ln\,\,r}ln\left( \frac{{{p}_{c}}}{p} \right) \right]}^{1/n}}$ | ${{M}_{\gamma }}\left( \gamma \right)p{{\left[ ln\left( \frac{{{p}_{c}}}{p} \right) \right]}^{\frac{1}{2}}};$ |
| | | ${{M}_{\gamma }}\left( \gamma \right)=\frac{{{M}_{\infty }}\gamma +{{M}_{0}}a}{\gamma +a}$ |
| ψ(η,α) | $\frac{\eta \left[ 1-{{(\frac{M}{\eta })}^{2}} \right]}{2}$ | $\frac{\eta \left[ 1-{{(\frac{M}{\eta })}^{n}} \right]}{m}$ | $\frac{\eta \left[ 1-{{(\frac{M}{\eta })}^{l}} \right]}{l}$ |
| Parameters | M | M,r,n,m | M∞,M0,a,M,l |
| η-ψ(η,α)>0 | | m>1 | l>1 |
