(a) Using the potential energy U = 1 2mv2 x 2 discussed on page 675, develop the
Chapter 35, Problem 55(choose chapter or problem)
(a) Using the potential energy U = 1 2mv2 x 2 discussed on page 675, develop the Schrdinger equation for the harmonic oscillator. (b) Show by substitution that c0(x) = A0e-a2 x2 /2 satisfies your equation, where a2 = mv/U and the energy is given by Equation 35.7 with n = 0. (c) Find the normalization constant A0. You then have the ground-state wave function for the harmonic oscillator
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