Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
Given the harmonic oscillator wave function o, (x) = (2"n!)-1/2() exp(-)H„(")/²r in the open interval r E -00, +o0], find the position-momentum uncertainty (Ar),, (Ap), and plot it against n. Note, H(z) = (2z - 4)Hn-1(2) with Ho(z) = 1.

Given the harmonic oscillator wave function o, (x) = (2"n!)-1/2() exp(-)H„(")/²r in the open interval r E -00, +o0], find the position-momentum uncertainty (Ar),, (Ap), and plot it against n. Note, H(z) = (2z - 4)Hn-1(2) with Ho(z) = 1.

icon
Related questions
Question

please help!!!

Given the harmonic oscillator wave function o, (x) = (2"n!)-1/2() exp(-)H„(")/²r in the open interval r € [-00, +o0], find the position-momentum uncertainty (Ar), (Ap), and plot it against n. Note, H„(z) = (2z – 4)Hn-1(2) with Ho(2) = 1. %3D
Transcribed Image Text:Given the harmonic oscillator wave function o, (x) = (2"n!)-1/2() exp(-)H„(")/²r in the open interval r € [-00, +o0], find the position-momentum uncertainty (Ar), (Ap), and plot it against n. Note, H„(z) = (2z – 4)Hn-1(2) with Ho(2) = 1. %3D
Expert Solution
steps

Step by step

Solved in 6 steps with 11 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer