Consider a two-level system, let T1 be the relaxation time for the excited system and T2 is the relaxation time for coherence. If we use a Gaussian (with small constant waist w) [tex]exp(-x^2/w^2)[/tex] to shine on the sample, because the waist is small, propably only the atoms around x=0 will be excited. Note that the excited atoms will emit lights eventually. If we collect the lights from the sample, we will get a Gaussian profile with constant waist eventually. What interesting is if we do the same thing on two medium, for one T1/T2 is small but for the other, T1/T2 is big. You will find that the waist of the emitted Gaussian spatial profile for big T1/T2 is smaller than that for small T1/T2, why's that? What's the significance for big T1 and small T2? How does this affect the waist of the emitted light?(adsbygoogle = window.adsbygoogle || []).push({});

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# Relaxation time and spatial width

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