1986European Journal of PhysicsOpen access

The Compton effect-Schrodinger's treatment

J. Strnad

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Abstract

The Compton formula is obtained in a semiclassical approximation due to Schrodinger. X-rays are treated within classical electrodynamics and electrons within quantum mechanics. The superposition of the wavefunctions of the incident and recoiling electron sets up a moving periodic probability density. Incident X-rays are specularly reflected from this pattern. The results are transformed back into the original rest frame of the electron by the Doppler shift equation. Finally, some remarks pertaining to the philosophy of physics are added.

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The Compton formula is obtained in a semiclassical approximation due to Schrodinger. X-rays are treated within classical electrodynamics and electrons within quantum mechanics. The superposition of the wavefunctions of the incident and recoiling electron sets up a moving periodic probability density. Incident X-rays are specularly reflected from this pattern. The results are transformed back into the original rest frame of the electron by the Doppler shift equation. Finally, some remarks pertaining to the philosophy of physics are added.

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Available abstract

The Compton formula is obtained in a semiclassical approximation due to Schrodinger. X-rays are treated within classical electrodynamics and electrons within quantum mechanics. The superposition of the wavefunctions of the incident and recoiling electron sets up a moving periodic probability density. Incident X-rays are specularly reflected from this pattern. The results are transformed back into the original rest frame of the electron by the Doppler shift equation. Finally, some remarks pertaining to the philosophy of physics are added.

Key concepts: Physics, Semiclassical physics, Electron, Rest frame, Schrödinger equation, Wave function, Quantum mechanics, Superposition principle

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