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| The set of ODEs that I need to solve $g=f''\frac{g^{2}+\lambda\gamma^{2}}{g^{2}+\gamma^{2}}$ $g'=\frac{1}{3}f'^{2}-\frac{2}{3}ff''+Mnf'$ $(1+Rd)\theta''+\frac{2}{3}Prf\theta'+N_{b}\theta'\phi'+N_{t}\theta'^{2}=0$ ... |
| The equation that I need an analytical solution of, is $f'''= \frac{1}{3}f'^2+\frac{2}{3}ff''$ The boundary conditions are: at $x=0; f=0, f'=1$ at $x=\infty; f'=0$ If I use Dsolve, it doesn't return a solution sol =... |