Hello everyone,
I have the following coupled ODEs ($$r\geq 0$$)
$$g^2v^2f(r)h^2(r)+\frac{6}{r}f'(r)-3f''(r)=0$$,
$$r^2h''(r)-4f^2(r)h(r)=0$$,
with boundary conditions
$$f(\infty)=1$$,
$$h(\infty)=1$$.
The other 2 boundary conditions are arbitrary. Also v and g are constants, that could be...