Stokes Relation: R=R' Meaning & Phase Difference

In summary, Stokes relations state that the magnitude of the reflected wave is equal to the magnitude of the incident wave multiplied by the reflection coefficient, which is equal to the ratio of the amplitude of the reflected wave to the amplitude of the incident wave. This means that the phase difference between the incident and reflected beams on a boundary between two mediums of different refractive indices is equal to pi (or 180 degrees).
  • #1
ananth271194
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One of stokes relation is that r=r'. What does this mean exactly?
Is the phase difference between incident beam and reflected beam on a boundary between 2 mediums of different refractive indices ∏??
 
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FAQ: Stokes Relation: R=R' Meaning & Phase Difference

1. What is Stokes Relation?

Stokes Relation is a mathematical relationship between the polarizability tensor and the Raman scattering tensor, which describes the change in polarizability of a molecule when it interacts with light.

2. What is the significance of R=R' in Stokes Relation?

The equation R=R' in Stokes Relation implies that the polarizability tensor and the Raman scattering tensor are symmetric and contain the same information, making it possible to calculate one from the other.

3. How is the phase difference related to Stokes Relation?

The phase difference in Stokes Relation refers to the difference in the phase of the incident light and the scattered light, which is related to the polarizability tensor and the Raman scattering tensor through the equation R=R'.

4. What is the physical interpretation of Stokes Relation?

The physical interpretation of Stokes Relation is that it describes the relationship between the polarizability of a molecule and the intensity of scattered light, providing insight into the molecular structure and dynamics.

5. How is Stokes Relation used in Raman spectroscopy?

Stokes Relation is used in Raman spectroscopy to calculate the intensity of Raman scattering, which is dependent on the polarizability of the molecule. This allows for the identification and analysis of molecules based on their characteristic Raman spectra.

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