1995
DOI: 10.1117/12.208463
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Coherent array of 900 semiconductor laser amplifiers

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Cited by 16 publications
(7 citation statements)
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“…To our knowledge, this is the first demonstration of CBC of high brightness semiconductor amplifiers in QCW mode. This experiment underlines the advantage of the use of tapered amplifiers for CBC architectures, as the combined power per element compares favorably to previous demonstrations of CBC of other types of semiconductor lasers and amplifiers [23][24][25] . Scaling to even higher currents is currently limited by degraded pulse stability caused by self lasing of the amplifiers.…”
Section: Cbc In Quasi Continous Wave Operationsupporting
confidence: 70%
“…To our knowledge, this is the first demonstration of CBC of high brightness semiconductor amplifiers in QCW mode. This experiment underlines the advantage of the use of tapered amplifiers for CBC architectures, as the combined power per element compares favorably to previous demonstrations of CBC of other types of semiconductor lasers and amplifiers [23][24][25] . Scaling to even higher currents is currently limited by degraded pulse stability caused by self lasing of the amplifiers.…”
Section: Cbc In Quasi Continous Wave Operationsupporting
confidence: 70%
“…CBC of arrays of diode lasers in an external cavity [17][18][19] has been demonstrated but did not lead to a significant increase of the available NIR power since the combined power was limited to a few watts. CBC in MOPA configuration has been demonstrated for larger arrays of amplifiers [20,21] and led to a significant increase of the available NIR power of diode laser architectures reaching about 40 W for CBC of 47 Slab Coupled Optical Waveguide Amplifiers (SCOWA) [22].…”
Section: Coherent Beam Combiningmentioning
confidence: 99%
“…Perhaps the simplest methods for cophasing beams are to maximize the combined power in the far-field central lobe using hill climbing algorithms [19,28], among which the most widely used is the stochastic parallel gradient descent (SPGD) method [29]. In these approaches, the phases of the entire array of beams are simultaneously changed by small, statistically uncorrelated amounts, and the corresponding change in far-field power (or combining efficiency) is sensed.…”
Section: Hill Climbingmentioning
confidence: 99%
“…Consequently, closed-loop bandwidths drop proportionately to 1/N [19,21]. Hence, it is an attractive path for systems with either low channel counts (N ( 100) or low phase noise amplifiers that do not require high-speed phase control [28]. Hence, it is an attractive path for systems with either low channel counts (N ( 100) or low phase noise amplifiers that do not require high-speed phase control [28].…”
Section: Hill Climbingmentioning
confidence: 99%