Question 2 Tot The Wave Function For A Quantum Particle Is Given By X Er Between 2 And 1 00 And 0 Elsew 1 (59.15 KiB) Viewed 39 times
Question 2 Tot The wave function for a quantum particle is given by <"(x) = er between 2 = and = 1.00, and = 0) elsewhere. Finel (a) the value of the normalisation constant A. (6) (Nhe probability that the particle will be found between 3 = 0.3000 and r = : 0.100 14) (c) the expectation value <> of the particle's position. 10) (cl) The Schrödinger equation for a simple harmonie oscillator is given by = (a?r? - ) ile where o2 = B = 2 and w= Vilm 2.nl The ground state wave fumetion of the oscillator is given by (x) = (9)",--142 Show, by substituting this function in the oscillator option, that the ground state of the oscillator is given by E = Lo = liw
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= 0) elsewhere. Finel (a) the value of the normalisation constant A. (6) (Nhe probability that the particle will be found between 3 = 0.3000 and r = : 0.100 14) (c) the expectation value <> of the particle's position. 10) (cl) The Schrödinger equation for a simple harmonie oscillator is given by = (a?r? - ) ile where o2 = B = 2 and w= Vilm 2.nl The ground state wave fumetion of the oscillator is given by (x) = (9)",--142 Show, by substituting this function in the oscillator option, that the ground state of the oscillator is given by E = Lo = liw