Converting laser fwhm bandwidth in m to hz

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Homework Help Overview

The discussion revolves around converting the full width at half maximum (FWHM) bandwidth of a laser from meters to hertz, specifically in the context of a ruby laser with a cavity length of 0.1 meters. Participants are exploring the relationship between wavelength and frequency in this conversion process.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the basic relationship between frequency and wavelength, questioning the validity of direct conversion methods. There is uncertainty regarding the high bandwidth result obtained and whether factors like the refractive index should be considered in the calculations.

Discussion Status

Some guidance has been offered regarding the formula for conversion, but participants are still exploring various aspects of the problem, including the implications of the refractive index and the specifics of the laser's parameters. Multiple interpretations of the problem are being considered.

Contextual Notes

Participants mention specific values such as the cavity length of 0.1 meters and a refractive index of 1.8, as well as a FWHM gain bandwidth of 2E-9 meters. There is a focus on understanding the longitudinal mode spacing and the number of lasing modes, with a preference for expressing these in frequency.

melcicero
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hi, pls can someone help me with converting FWHM bandwidth of a laser from metres to hertz
 
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Just from the dimensions
frequency (1/s)= speed (m/s) / wavelength (m)
 
thank you but i didn't think you could directly convert fwhm bandwidth just using that, when i did it i got a bandwidth of region 10E17 Hz -does that seem a bit high from a ruby laser cavity length 0.1m?

If i post the whole question it might help. Also should i include the refractive index of the medium ie c/n=f lambda, if this is the right way to do it?

for the 0.1m cavity, n =1.8, FWHM gain bandwidth is 2E-9m
qu is: what is the longitudinal mode spacing and the number of lasing modes? i could give the spacing in either freq or wavelength but its easier to do i think in freq that's why i wanted to convert. many thanks if you can help.
 
you can use the following formula

Df=c*Dlambda/Lambda^2
 

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