1973
DOI: 10.1109/jqe.1973.1077406
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Spectral hole-burning and nonlinear-gain decrease in a band-to-level transition semiconductor laser

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Cited by 49 publications
(4 citation statements)
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“…The energy (spectral) width contributing to the laser action is limited to within E active (an order of 5-10 meV), and is called the homogeneous linewidth. 14) With the laser action, the shallow burned hole at E active will occur, but the burned-hole depth is too small to affect the total distribution profile. 15) With increasing injection current, the flow of carriers per second to radiate photons increases, yet the number of carriers conserved in the active area is assumed to remain constant (clamping).…”
Section: Discussion: Excess Carrier Conservation Model Of Ldmentioning
confidence: 99%
“…The energy (spectral) width contributing to the laser action is limited to within E active (an order of 5-10 meV), and is called the homogeneous linewidth. 14) With the laser action, the shallow burned hole at E active will occur, but the burned-hole depth is too small to affect the total distribution profile. 15) With increasing injection current, the flow of carriers per second to radiate photons increases, yet the number of carriers conserved in the active area is assumed to remain constant (clamping).…”
Section: Discussion: Excess Carrier Conservation Model Of Ldmentioning
confidence: 99%
“…where k is the coefficient of loss of the LD. Many models have been introduced to introduce gain saturation [35][36][37]. The parameter B is the gain saturation, which is introduced by the gain third-order perturbation theory [35,36].…”
Section: Modified Model Of Analysismentioning
confidence: 99%
“…where G is the optical gain, a is the slope of the optical gain with the changes in carrier number N, ξ is the conferment factor, V is the active region volume, N is the N timeaveraged value, α is the LEF, I is the injection current, τ s is the electron lifetime due to spontaneous emission, and N g is the carrier number at transparency. The universal constant e defines the electron charge, and B is the nonlinear gain coefficient, respectively [19][20][21].…”
Section: Time-delay Model Of Two-reflector Ofbmentioning
confidence: 99%