1993
DOI: 10.1109/3.234467
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Numerical analysis of flared semiconductor laser amplifiers

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Cited by 90 publications
(13 citation statements)
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“…The role of thermal effects in the device characteristics is twofold: i) the overall heating of the device when driven in cw conditions decreases the modal gain, modifies the recombination rates (specially Auger recombination), and changes the internal distribution of carriers, producing an increase of the threshold current as in any other type of semiconductor laser; and ii) the lateral temperature profile induces a lateral index profile which changes the beam characteristics through the so-called thermal lensing effect. The second effect has been previously studied by numerical simulations in tapered amplifiers 19 and lasers 11,20 . Experimental results comparing cw and pulsed measurements in tapered lasers have been reported 11,21,22 .…”
Section: Role Of Thermal Effectsmentioning
confidence: 99%
“…The role of thermal effects in the device characteristics is twofold: i) the overall heating of the device when driven in cw conditions decreases the modal gain, modifies the recombination rates (specially Auger recombination), and changes the internal distribution of carriers, producing an increase of the threshold current as in any other type of semiconductor laser; and ii) the lateral temperature profile induces a lateral index profile which changes the beam characteristics through the so-called thermal lensing effect. The second effect has been previously studied by numerical simulations in tapered amplifiers 19 and lasers 11,20 . Experimental results comparing cw and pulsed measurements in tapered lasers have been reported 11,21,22 .…”
Section: Role Of Thermal Effectsmentioning
confidence: 99%
“…18 After several nanoseconds the optical mode stabilizes, and the initial transients and relaxation oscillations die away. For this steady state condition, the optical power and the instantaneous and the time-averaged electric field data are recorded in a form of matrices.…”
Section: Modelmentioning
confidence: 98%
“…Finally, Equation 2.6 may be further specified recalling that our field is essentially paraxial (along z) and propagates in both the positive and negative directions [28,55,56]. The modal propagation constant is /?, and our field can be written as the sum of a forward and backward propagating mode:…”
Section: Forward and Backward Propagating Fieldsmentioning
confidence: 99%
“…This dependence is complicated, necessitating many interactions in order to solve explicitly. However, a common approximation accounts for carrier [16] and temperature [55] modification to the refractive index. Specifically, the change in the refractive index is approximated by [56]:…”
Section: Modulating the Refractive Indexmentioning
confidence: 99%