Recent content by akehn

Ah ha! Thank you very much.

Homework Statement Find the variational parameters \beta, \mu for a particle in one in one dimension whose group-state wave function is given as: \varphi(\beta,\mu)=Asin(βx)exp(-\mux^{2}) for x≥0. The wavefunction is zero for x<0. Homework Equations The Hamiltonian is given as...