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SOLVED:Laser spectra are often modeled by Lorentzian functions. A Lorentzian function centered at the origin with area under the curve of unity has equation y(x)=(1)/(π) ·(0.5 ·FWHM)/(x^2 (0.5 ·FWHM)^2) where FWHM is the full width at half maximum. The maximum value of this function is (2)/(π·FWHM). The laser spectrum of Fig. 7.7 is centered near λ=570 nm, has a FWHM of 5 nm, and it has a maximum luminescence intensity of 49 . Find a Lorentzian equation that can model this particular spectrum.

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