(5) (a) Show from the Compton formula that the energy an electron gains in Compton scattering can be written as 1 Ke=E1 1+ - Eo (1 – cos 0) where Ke is the electron kinetic energy, Ey is the incoming photon energy and Eo is the electron rest energy. (b) Try the formula out (even if you can't derive it) on this question: a 50 keV photon scattering such that the electron kinetic energy is a maximum. What is the max Ee in the case? What happens when the photon energy is really large?

(5) (a) Show from the Compton formula that the energy an electron gains in Compton scattering can be written as 1 Ke=E1 1+ - Eo (1 – cos 0) where Ke is the electron kinetic energy, Ey is the incoming photon energy and Eo is the electron rest energy. (b) Try the formula out (even if you can't derive it) on this question: a 50 keV photon scattering such that the electron kinetic energy is a maximum. What is the max Ee in the case? What happens when the photon energy is really large?

Modern Physics

3rd Edition

ISBN:9781111794378

Author:Raymond A. Serway, Clement J. Moses, Curt A. Moyer

Publisher:Raymond A. Serway, Clement J. Moses, Curt A. Moyer

Chapter5: Matter Waves

Section: Chapter Questions

Problem 22P

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(5) (a) Show from the Compton formula that the energy an electron gains in Compton scattering can be written as 1 Ke=E1 1+ (1 cos ( where Ke is the electron kinetic energy, Ey is the incoming photon energy and Eo is the electron rest energy. (b) Try the formula out (even if you can't derive it) on this question: a 50 keV photon scattering such that the electron kinetic energy is a maximum. What is the max Ee in the case? What happens when the photon energy is really large?
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