Calculation of Electric Susceptibility In Solids.

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SUMMARY

The discussion focuses on the calculation of Electric Susceptibility in crystalline solids and its relationship to predicting the index of refraction of materials. Participants emphasize the importance of understanding Maxwell's equations in solids to effectively compute Electric Susceptibility. Key references and models for these calculations are sought, highlighting the need for accessible resources for those unfamiliar with the subject. The conversation also points to a related thread for further insights on this topic.

PREREQUISITES
  • Understanding of Electric Susceptibility in materials
  • Familiarity with Maxwell's equations in solid-state physics
  • Basic knowledge of optical properties of materials
  • Experience with crystalline solid structures
NEXT STEPS
  • Research models for calculating Electric Susceptibility in solids
  • Explore textbooks that explain Maxwell's equations in the context of solid-state physics
  • Investigate methods for predicting the index of refraction based on Electric Susceptibility
  • Review the linked Physics Forums discussion for additional insights and resources
USEFUL FOR

Physicists, materials scientists, and students studying solid-state physics who are looking to deepen their understanding of Electric Susceptibility and its applications in optics.

ChaseRLewis
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I'm curious what models there are for calculating the Electric Susceptibility in crystalline solids and any books that describe maxwell equations in solids well. I'm interested in how to predict index of refraction of materials and the texts are a bit above my head as I haven't really dealt with maxwell equations in solids and have no idea how to calculate the Electric Susceptibility which is key in solving for the index of refraction. Any books or references that could be helpful?
 
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