2019
DOI: 10.1109/lpt.2019.2940231
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High Power $1.5\mu$ m Pulsed Laser Diode With Asymmetric Waveguide and Active Layer Nearp-cladding

Abstract: We report first experimental results on a highpower pulsed semiconductor laser operating in the eye-safe spectral range (wavelength around 1.5 µm) with an asymmetric waveguide structure. The laser has a bulk active layer positioned very close to the p-cladding in order to eliminate current-induced nonuniform carrier accumulation in the p-side of the waveguide and the associated carrier losses. Moderate doping of the n-side of the waveguide is used to strongly suppress nonuniform carrier accumulation within thi… Show more

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Cited by 16 publications
(35 citation statements)
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“…We proceed next to analyse the power output of the laser. Similar to the previous work, [3, 17, 18] the light‐current characteristics P ( I ) was calculated self‐consistently alongside the power‐dependent internal loss α i n ( I , P ( I ) ) and the effective threshold current I t h ( I ) , using the transcendental equation P ( I ) = η i ω e α o u t α o u t + α i n ( I , P ( I ) ) ( I I t h ( I ) ) Here, similar to the previous work, I t h ( I ) = I t h ( N t h ( I ) ) is the current expended on creating the AL carrier density N t h ( I ) necessary for the gain to compensate the total losses α o u t + α i n ( I , P ( I ) ) , and the internal loss α i n ( I , P ( I ) ) is calculated using the approach of Equation (2) with added contributions due to the direct α T P A ( mod ) ( P ( I ) ) and indirect α T P A ( FC ) ( P ( I ) ) two‐photon absorption as we...…”
Section: Analysis Of Laser Performancementioning
confidence: 91%
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“…We proceed next to analyse the power output of the laser. Similar to the previous work, [3, 17, 18] the light‐current characteristics P ( I ) was calculated self‐consistently alongside the power‐dependent internal loss α i n ( I , P ( I ) ) and the effective threshold current I t h ( I ) , using the transcendental equation P ( I ) = η i ω e α o u t α o u t + α i n ( I , P ( I ) ) ( I I t h ( I ) ) Here, similar to the previous work, I t h ( I ) = I t h ( N t h ( I ) ) is the current expended on creating the AL carrier density N t h ( I ) necessary for the gain to compensate the total losses α o u t + α i n ( I , P ( I ) ) , and the internal loss α i n ( I , P ( I ) ) is calculated using the approach of Equation (2) with added contributions due to the direct α T P A ( mod ) ( P ( I ) ) and indirect α T P A ( FC ) ( P ( I ) ) two‐photon absorption as we...…”
Section: Analysis Of Laser Performancementioning
confidence: 91%
“…As in [3,4], the p-OCL contribution to the current-induced carrier absorption α ðFCÞ j ðIÞ is negligible because of the strongly asymmetric AL position (very thin p-OCL). In its absence, other mechanisms of absorption become important.…”
Section: Analysis Of Laser Performancementioning
confidence: 99%
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“…[1] -поглощение на свободных носителях (free carrier absorption, FCA), σ e = 3 • 10 −18 см 2 и σ p = 7 • 10 −18 см 2 ; [2,3] -поглощение на свободных носителях с учетом продольной пространственной неоднородности распределения концентраций и коэффициента материального усиления G в резонаторе (longitudinal spatial hole burning, LSHB), σ e = 4 • 10 −18 см 2 и σ p = 12 • 10 −18 см 2 , σ e = 4 • 10 −30 см 2 и σ p = 12 • 10 −30 см 2 ; [4,5] -поглощение на свободных носителях с учетом двухфотонного поглощения (two-photon absorption, TPA) с последующим перераспределением концентрации свободных носителей (secondary FCA effect, TPA-generated carriers, FCA TPA), σ e = 3 • 10 −18 см 2 и σ p = 1 • 10 −17 см 2 , σ e = 5 • 10 −19 см 2 и σ p = 4 • 10 −17 см 2 . Тем не менее авторы работ [6,7], проведя анализ результатов одномерного и двумерного моделирования для значений σ e = 4 • 10 −18 см 2 , σ p = 12 • 10 −18 см 2 установили относительный вклад двух основных механизмов -поглощения на свободных носителях (FCA) и спонтанной рекомбинации в волноводных областях за счет утечки носителей из квантовой ямы (КЯ) (carrier leakage effect).…”
Section: Introductionunclassified