Modes and Q-factor(s) of a random laser

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samchan
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Many papers about random lasers mention the Q-factor of random lasers. Since a random laser has multiple peaks close to each other like shown in the figure. Does each of these peaks correspond to a unique random lasing mode, or is it just a single mode?
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Similarly what is the right way to calculate the Q-factor of this random laser (example plot shown below) : Should it be wavelength at Peak1 divided by FWHM at (blue line) or wavelength of Peak1 divided by FWHM at (red line) ?

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Should the Q-factor be calculated at -3db or FWHM?
 
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IMO, Q is only well defined for simple oscillators. I'm not sure that there is a way to describe two response peaks with one value. You will probably have to explain to people what is going on with more words or a more detailed model. Perhaps as the sum of two peaks each with their own λ and Q?
 
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DaveE said:
IMO, Q is only well defined for simple oscillators. I'm not sure that there is a way to describe two response peaks with one value. You will probably have to explain to people what is going on with more words or a more detailed model. Perhaps as the sum of two peaks each with their own λ and Q?

I saw another paper, where they calculate Q-factor for isolated peaks in a random laser. Below is a picture from a paper titled : Random Lasing with a High Quality Factor over the Whole Visible Range Based on Cascade Energy Transfer. They measure bandwidth of 0.05nm at FWHM.
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