Explore Compton's Effect: Uncovering the Mystery

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SUMMARY

Compton's Effect, discovered by Arthur Holly Compton in 1923, describes the scattering of X-rays when they collide with outer-shell electrons in a material. The experiment involved irradiating a sample with X-rays of a known wavelength and measuring the change in wavelength at various scattering angles. The formula derived indicates that the increase in wavelength is directly related to the scattering angle, with a notable reduction in energy for larger angles. This phenomenon is significant as it is independent of the material and the incoming wavelength.

PREREQUISITES
  • Understanding of X-ray physics and scattering principles
  • Familiarity with quantum mechanics concepts
  • Knowledge of wavelength and energy relationships in electromagnetic radiation
  • Basic grasp of experimental physics methodologies
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  • Research the derivation and implications of Compton's formula: increase in wavelength = (h/mc)(1 - cosine(scatter angle))
  • Explore the historical context and significance of Compton's original 1923 publication in Physics Review
  • Investigate applications of Compton's Effect in modern physics and materials science
  • Learn about the role of outer-shell electrons in scattering phenomena
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Physics students, researchers in quantum mechanics, and professionals in materials science who seek to understand the principles of X-ray scattering and its historical significance in the field of physics.

benzun_1999
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dear reader,
what is comptons effect.how did compton do this experiment?[?] :smile:
 
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Originally posted by benzun_1999
dear reader,
what is comptons effect.how did compton do this experiment?[?] :smile:

Some background: It was in 1923 and he was studying the scattering of Xrays

he would irradiate a sample of some material with Xrays of a known wavelength and measure the difference in wavelength of the Xrays scattered at some definite angle from the sample

he found a formula which says that the bigger the angle of scattering the more of a reduction in energy of the Xrays----in other words the bigger the increase in wavelength

[longer wavelength Xrays have less quantum energy and less penetrating power---he could measure the wavelength by measuring how thick a barrier the Xrays could penetrate]

Compton assumed that the scattering was by outershell electrons in the material of the target. To a first approximation that is the Xray was scattered by one collision with one (essentially free floating) electron.the formula says

increase in wavelength = (h/mc)(1 - cosine(scatter angle))

= 0.0242 (1 - cosg) angstroms

So if the angle of scatter was 90 degrees (with cosine zero) then the wavelength would be reduced by 0.02 angstroms

This is headline news because it does not depend on the material and it does not depend on the incoming wavelength

The original publication in 1923 was
Physics Review volume 21 pages 207,483,715
and volume 22, page 409

I'm getting this out of a more-than-60 year old physics text that belonged to a physicist of the pre-1940 generation, it is a fascinating book and describes a lot of the early quantum physics experiments in considerable detail. Doubtless there is more to be had on the web.

Compton's name was Arthur Holly Compton
 
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