1970
DOI: 10.1007/bf00609204
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Effect of resonance radiative processes on the amplification factor

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Cited by 13 publications
(9 citation statements)
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“…This was emphasized in [24,27] (see also [22,23,30,36]). Optimum conditions for the inversionless amplification in a uniformly broadened three-level system were analyzed in [28][29][30] in detail. The refraction index at frequency ω 2 is defined as Im(−iG * 2 r 2 ) and, generally, the laser-induced minimum (including zero) absorption can coincide with the resonant refraction index maximum [11,40].…”
Section: Laser-induced Intra-atomic Coherence and Classification Of Rmentioning
confidence: 99%
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“…This was emphasized in [24,27] (see also [22,23,30,36]). Optimum conditions for the inversionless amplification in a uniformly broadened three-level system were analyzed in [28][29][30] in detail. The refraction index at frequency ω 2 is defined as Im(−iG * 2 r 2 ) and, generally, the laser-induced minimum (including zero) absorption can coincide with the resonant refraction index maximum [11,40].…”
Section: Laser-induced Intra-atomic Coherence and Classification Of Rmentioning
confidence: 99%
“…The refraction index at frequency ω 2 is defined as Im(−iG * 2 r 2 ) and, generally, the laser-induced minimum (including zero) absorption can coincide with the resonant refraction index maximum [11,40]. As is emphasized in [22][23][24][25][26][27][28][29][30]36], the splitting effect and the NIE as a whole, varying the spectral line shape and causing the difference in pure emission (spontaneous or induced) and absorption spectra, does not vary its integral intensity, which is defined only by saturation effects,…”
Section: Laser-induced Intra-atomic Coherence and Classification Of Rmentioning
confidence: 99%
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