Monday, 17 October 2016

quantum mechanics - Show that the energy levels of a particle in a specific potential are En=(n+frac12)homegafrac12fracF2momega2



A particle of mass m moves on the x-axis under the influence of the potential V(x)=12mω2x2+Fx

Can anyone help me, using Schrödinger's equation in one dimension that the energy levels are: En=(n+12)hω12F2mω2
Where n is a non negative integer?




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