How to understand the refractive index of metals

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SUMMARY

The refractive index of polycrystalline silver is characterized by n=0.135 and k=3.999 at a wavelength of 633nm. The term "nk" refers to the complex refractive index, which indicates both the phase velocity of light in the material and the absorption characteristics. The wavelength within the silver is calculated using the formula 633/nm, not 633/0.135 nm. Understanding the refractive angle in metals requires knowledge of the skin depth, beyond which incident radiation does not penetrate, as discussed in Born & Wolf's "Principles of Optics."

PREREQUISITES
  • Understanding of complex refractive indices
  • Familiarity with skin depth in metals
  • Knowledge of optics principles from "Principles of Optics" by Born & Wolf
  • Basic concepts of light absorption in materials
NEXT STEPS
  • Study the complex refractive index in detail
  • Research skin depth calculations for various metals
  • Explore the optics of metals in "Principles of Optics" by Born & Wolf
  • Learn about light absorption mechanisms in conductive materials
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Physicists, optical engineers, materials scientists, and anyone interested in the optical properties of metals and their applications in photonics.

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for an example, polycrystalline silver, its index is n=0.135 and k =3.999 at the wavelength of 633nm, what does the nk mean, is that telling us the wavelength in the silver equals 633/0.135 nm ? and how to calculate the refractive angle in the metal?
Give a good explanation, please.
 
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Silver is a metal, which has a skin depth, after which the incident radiation does not penetrate any further. Look in the later chapters of Born & Wolf, Principles of Optics in the chapter about optics of metals. The refractive index is a complex quantity in metals because of absorption.
 

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