V(x) = \left\{\begin{array}{ll}
0, & \exists n\in\mathbb{Z},\; x\in [2nL, (2n+1)L]\\
\infty, &\exists n\in\mathbb{Z},\; x\in\; ](2n-1)L, 2nL[\\
\end{array}\right.
This is a periodic potential. L is some constant. Is a solution
\psi(x) = \chi_{[0,L]}(x)\;\sin\big(\frac{\pi x}{L}\big)
of the...