Bragg's Law with Refractive Correction

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SUMMARY

The discussion centers on the modified Bragg's Law that incorporates refractive correction, as referenced in an x-ray data booklet. Participants express difficulty in deriving the combined equations of Snell's Law and Bragg's Law. The conversation highlights the need for clarity in the derivation process and points to existing solutions in the Atomic, Solid State, and Comp. Physics sections for further insights.

PREREQUISITES
  • Understanding of Bragg's Law in crystallography
  • Familiarity with Snell's Law of refraction
  • Basic knowledge of x-ray diffraction techniques
  • Experience with mathematical derivations in physics
NEXT STEPS
  • Research the derivation of modified Bragg's Law with refractive correction
  • Study the principles of x-ray diffraction and its applications
  • Explore the relationship between Snell's Law and Bragg's Law
  • Examine existing literature in Atomic and Solid State Physics for similar derivations
USEFUL FOR

Physicists, materials scientists, and students studying crystallography or x-ray diffraction techniques will benefit from this discussion.

saybrook1
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Hi guys, the x-ray data booklet gives a modified Bragg's Law that seems to be a combination of Snell's and Braggs. I'll post a picture of what this looks like. I've tried combining the two equations and coming up with their answer but can't get a solid derivation. Any help or a point toward a derivation would be awesome. Thanks!

http://imgur.com/a/CvUGz
 
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Note: This one has already been answered in the Atomic, Solid State, and Comp. Physics section. For further details, please see the discussion in that section.
 

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