Calculate the probability w; that the electron bound by theattractive potential U(x) = -V 8(x) escapes the potential well after themagnitude of the potential V(t) changes instantly from V(t) = Vị at t < 0to V (t) = V2 at t> 0. Use that the attraction potential -|V|8(x) has onlyone bound state, for which the wave function o(x) and the energy -Eo%3Dwere calculated in the last semester.

The equation is written as, ϕix=mαit2e-mαit2xϕfx=mαft2e-mαft2x

Calculate the probability w; that the electron bound by the attractive potential U(x) = -V8(x) escapes the potential well after the magnitude of the potential V(t) changes instantly from V(t) = V at t <0 to V(t) = V2 at t > 0. Use that the attraction potential -|V|8(x) has only one bound state, for which the wave function po(x) and the energy - Eo %3D were calculated in the last semester.

Calculate the probability w; that the electron bound by the attractive potential U(x) = -V8(x) escapes the potential well after the magnitude of the potential V(t) changes instantly from V(t) = V at t <0 to V(t) = V2 at t > 0. Use that the attraction potential -|V|8(x) has only one bound state, for which the wave function po(x) and the energy - Eo %3D were calculated in the last semester.