Modern Physics
Modern Physics
2nd Edition
ISBN: 9780805303087
Author: Randy Harris
Publisher: Addison Wesley
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Chapter 4, Problem 64E
To determine

To Calculate:The final expression for ψ(x) for given conditions.

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Q1: If you know that the degree of accuracy in measuring momentum and positioning of an electron (it was treated as a harmonic oscillator) is Ap = And x= and surely AxAp Eminimum = hw (2) (Ax)minimum (1) 2mw Prove that :
➤For the following y, calculate the maximum energy that an electron could obtain due to a Compton scattering and the ratio Aλ/λ. Could any of them be easily observed? A photon of blue light λ = 480 nm A photon of energy E = 40 keV
B) Consider a harmonic oscillator with angular frequence 6.5×1014 rad. s-1 . Find the wavelength of light required for excitation of a particle from ground state to next allowed excited state.
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