2011
DOI: 10.1117/12.875239
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Dilute nitride multi-quantum well multi-junction design: a route to ultra-efficient photovoltaic devices

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Cited by 8 publications
(6 citation statements)
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“…The spectra F and R 2 were collected with 7.5 mW excitation power while the excitation power for spectrum R 1 is 15 mW. According to the reference [29], the energy band gap of GaAs is around 1.42 eV, and the energy band gap of Al 0.26 Ga 0.74 As layer should be larger. The high luminous flux (i.e., high laser power) can identify weaker peaks of Al 0.26 Ga 0.74 As layer due to larger energy gap.…”
Section: Resultsmentioning
confidence: 99%
“…The spectra F and R 2 were collected with 7.5 mW excitation power while the excitation power for spectrum R 1 is 15 mW. According to the reference [29], the energy band gap of GaAs is around 1.42 eV, and the energy band gap of Al 0.26 Ga 0.74 As layer should be larger. The high luminous flux (i.e., high laser power) can identify weaker peaks of Al 0.26 Ga 0.74 As layer due to larger energy gap.…”
Section: Resultsmentioning
confidence: 99%
“…The band offsets of the CB and VB are then determined for different nitrogen mole fractions [6]. With higher nitrogen mole fraction, the band offsets or well depths are larger.…”
Section: Ensemble Monte Carlo Simulationmentioning
confidence: 99%
“…An important application is in tandem solar cells, where the conditions of current matching and lattice matching put severe constraints on the realization of optimum bandgap materials to maximize efficiency. Dilute nitride QW solar cells have been demonstrated to achieve optimal bandgaps around 1.1 e V as the third cell of a multijunction solar cell, which would theoretically increase the one sun efficiency over 40 % [6].…”
Section: Introductionmentioning
confidence: 99%
“…1 Recent investigations show that Ga(As, N) is also suitable for spintronics [2][3][4] and solar cell applications. [5][6][7] A large decrease in the band gap of almost 30% compared to GaAs has been reported for an incorporation of only 4% nitrogen into Ga(As, N), which is a large deviation from a linear relationship corresponding to the Vegard's law. 8 The proposed reason is that the replacement of some As atoms with the much smaller and more electronegative N atoms leads to a large perturbation of the crystal lattice potential, resulting in an anti-crossing interaction between the localized N states and the extended conduction-band states, where a consequent splitting of the conduction band decreases the band gap.…”
Section: Introductionmentioning
confidence: 99%