Understanding the Phase Shift Formula in Stimulated Brillouin Scattering

In summary, the discussion is about the formula for the phase shift used in stimulated Brillouin scattering, particularly in the phase shifter. The speaker is looking for information on the coefficient, other than the gain, that is multiplied to the imaginary part of the complex gain. They also want to know if the effective length is also multiplied to this constant. The conversation also mentions using books to derive information about the real and imaginary parts of the complex gain, and the relationship between the imaginary part and the phase.
  • #1
eahaidar
71
1
Good morning
I need to ask about the exact formula for the phase shift used in stimulated Brillouin scattering especially in the phase shifter thank you
 
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  • #2
What have you already found? This is a pretty broad topic.
 
  • #3
UltrafastPED said:
What have you already found? This is a pretty broad topic.
What I know is usually the imaginary part of the complex gain but I really want to know that there is a coefficient other than go which is power over effective area
I need to know if also the effective length is also multiplied to this constant
 
  • #4
Which books are you using?
 
  • #5
What I know from any book that you derive from the complex gain the real and imaginary part
The imaginary part is related to the phase but I need to know what factors multipled to this imaginary part??
 

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Non-linear fiber optics is a branch of optics that studies the behavior of light in optical fibers, where the properties of the fiber, such as refractive index, change as the light propagates through it. This can lead to non-linear interactions between the light and the fiber, resulting in effects such as self-phase modulation, four-wave mixing, and stimulated Raman scattering.

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