Recent content by Suin

No you were right, I was wrong. The following code works, in the sense that it did not get any error (it is the same as before with al the zero repalced by 0.00001): s =\text{NDSolve}\left[\left\{2 x y'[x]+x^2 y''[x]==e^{-y[x]}...

Thank you for your reply; in fact I thought something similar so I tried NDSolve[{D[x^2 y'[x], x] == x^2 Exp[-y[x]], y[0] == 1, y'[0] == 1}, y, {x, 1, 30}] just to see if it worked but it didn't. I think the problem is related to the \frac{2}{x} but I can't manage to fix it adjusting...

Hi all, I'm just a beginner with mathematica, and I tried to plot the solution of the following equation \frac{d}{dx} (x^2 \frac{d y}{dx})=x^2 e^{-y} with boundary conditions y(0)=0, y'(0)=0 Using the following mathematica code: NDSolve[{D[x^2 y'[x], x] == x^2 Exp[-y[x]]...