2004
DOI: 10.1063/1.1828609
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Auger and radiative recombination coefficients in 0.55-eV InGaAsSb

Abstract: A radio-frequency (RF) photoreflectance technique, which senses changes in sample conductivity as carriers recombine following excitation by a laser pulse, has been used to measure the recombination parameters in 0.55 eV InGaAsSb lattice matched to GaSb. Doubly-capped lifetime structures with variable active layer thicknesses are used to extract the surface recombination velocity (SRV), while analysis of the samples with different doping concentrations is used to obtain Auger (C) and radiative (B) recombinatio… Show more

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Cited by 17 publications
(8 citation statements)
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“…12,13 In our model the band gap of Ga .85 In . 15 As .13 Sb .87 is narrowed according to the JainRaulston parameters for GaSb 14 and the Auger coefficient is taken to be temperature independent. We perform these simulations using the value for the SRH recombination lifetime s ¼ 95 ns previously used to fit the model to experiment for liquid-phase epitaxy (LPE)-grown LEDs 1 as well as with a value s ¼ 1 ls, which we expect to be achievable with more optimized device growth methods.…”
mentioning
confidence: 99%
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“…12,13 In our model the band gap of Ga .85 In . 15 As .13 Sb .87 is narrowed according to the JainRaulston parameters for GaSb 14 and the Auger coefficient is taken to be temperature independent. We perform these simulations using the value for the SRH recombination lifetime s ¼ 95 ns previously used to fit the model to experiment for liquid-phase epitaxy (LPE)-grown LEDs 1 as well as with a value s ¼ 1 ls, which we expect to be achievable with more optimized device growth methods.…”
mentioning
confidence: 99%
“…We perform these simulations using the value for the SRH recombination lifetime s ¼ 95 ns previously used to fit the model to experiment for liquid-phase epitaxy (LPE)-grown LEDs 1 as well as with a value s ¼ 1 ls, which we expect to be achievable with more optimized device growth methods. 15 We demonstrate (1) that an optimal (i.e. with the light output power at unity wall plug efficiency L g¼1 maximized) active region dopant density exists for a given operating temperature 0 C < T < 150 C and active region thickness t, (2) that the achievable L g¼1 rises monotonically with operating temperature across the temperature range considered even though g Q at the g ¼ 1 operating point decreases with temperature over a significant portion of the temperature range considered, (3) that with optimal active region dopant density L g¼1 can be increased by 137Â at 20 C and 4.7Â at 150 C, (4) that for a bulk SRH lifetime 10.5Â longer than is used in our experimentally validated model (1 ls as opposed to 95 ns), we expect another improvement in L g¼1 of 3.5Â at 20 C and 2.9Â at 150 C over the existing device studied experimentally, and (5) that for optimized active region thickness the L g¼1 can be further improved by 29% at 25 C. Thus on aggregate, we expect that active region doping and thickness and cleaner device growth could improve L g¼1 by 621Â from 2.7 Â 10 À13 W mm À2 to 1.7 Â 10 À10 W mm À2 at 20 C. Furthermore, we show that optimized devices see more dramatic performance improvements at slightly lower efficiencies as the bias leaves the linear regime (qV % k B T).…”
mentioning
confidence: 99%
“…The recombination of an electron and a hole take place with the release of energy which is equal to the initial difference in the energies of the two charged particles. The released energy is given out in the form of radiation [52].…”
Section: Radiative Recombination Mechanismmentioning
confidence: 99%
“…1 is considered, in which a semi-infinite bulk emitter and a PV cell with thickness t are separated by a vacuum gap of thickness d. The emitter and the cell are at constant and uniform temperatures of T e = 800 K and T c = 300 K. A temperature of 800 K is chosen for the emitter as it is a representative value for waste heat [31]. The cell consists of gallium antimonide (GaSb) and has a bandgap energy of E g = 0.72 eV (bandgap frequency of ω g = 1.09×10 15 rad/s) at 300 K [39]. GaSb is chosen since it is a well-established cell material that can be fabricated at lower cost than materials with smaller bandgaps as epitaxial processes are not required [40].…”
Section: Description Of the Problemmentioning
confidence: 99%