Theory of Intelligence
12TH•Physics•Quantum Physics•Compton Effect

18.3 Compton Effect

Compton shift $\\Delta\\lambda = (h/m_{o}c)(1-\\cos\\theta)$, pair production, and annihilation.

18.3 Compton Effect

Arthur Holly Compton at Washington university in 1923 studied the scattering of X-rays by loosely bound electrons from a graphite target (Fig. 18.5). He measured the wavelength of X-rays scattered at an angle θ\theta with the original direction. He found that wavelength λ′\lambda', of the scattered X-rays is larger than the wavelength λo\lambda_{o} of the incident X-rays. This is known as Compton effect. The increase in wavelength of scattered X-rays could not be explained on the basis of classical wave theory. In order to explain this effect, Compton suggested that X-rays consist of photons with energy hc/λhc / \lambda and momentum h/λh/\lambda.

(Fig. 18.5: Compton's scattering experiment)

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