1990
DOI: 10.1002/pssa.2211200241
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A Model for the Calculation of the Threshold Current of SCH-MQW-SAS Lasers

Abstract: A comprehensive model for the calculation of the threshold current of separate‐confinementheterostructure multiquantum‐well self‐aligned‐stripe (SCH‐MQW‐SAS) GaAs/AlGaAs injection lasers is presented, which takes into account lateral effects. The model is applied to study the influence of laser length and channel width on the threshold current. In addition, the transition from index to gain guiding is investigated. The behaviour of the threshold current is found to be sensitively dependent on the number of qua… Show more

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Cited by 22 publications
(15 citation statements)
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“…Eqs. (31) or (53) can be conveniently solved by the "Treat Power as a Parameter" (TPP) method as introduced in [68] and used in [89]. It is based on the observation, that the relative propagation factor ∆β ν in (31) or imaginary part Im(β ν ) in (53) can be considered to be a function of the bias, the local power and the unknown wavelengths of the lasing and nonlasing modes.…”
Section: Stationary Drift-diffusion Based Simulation a Basic Equmentioning
confidence: 99%
See 1 more Smart Citation
“…Eqs. (31) or (53) can be conveniently solved by the "Treat Power as a Parameter" (TPP) method as introduced in [68] and used in [89]. It is based on the observation, that the relative propagation factor ∆β ν in (31) or imaginary part Im(β ν ) in (53) can be considered to be a function of the bias, the local power and the unknown wavelengths of the lasing and nonlasing modes.…”
Section: Stationary Drift-diffusion Based Simulation a Basic Equmentioning
confidence: 99%
“…Simulation tools using a PML boundary condition often fail to calculate the radiation losses of leaky waveguides correctly [52]. Using a transfer-matrix based method, the radiation loss can be exactly calculated by solving a complexvalued transcendental equation [53], [54]. We will give here the results of a worked example which can be used as a benchmark.…”
Section: G Worked Examplementioning
confidence: 99%
“…A grating coupling coefficient, k » 0.96cm -1 is predicted in this configuration, using techniques as described in [4]. A fit to the measured amplified spontaneous emission (ASE) spectra of single transverse-mode ridge waveguide lasers (L = 1500µm, W » 5µm) below threshold enabled measurements of k [5].…”
Section: Grating Fabricationmentioning
confidence: 99%
“…The model makes use of the experimental light-voltagewavelength-current characteristics. Employing the effective index method, the lateral field profile (x) and the propagation constant β are obtained as solutions of a one-dimensional waveguide equation (Wenzel and Wünsche 1990) subject to a homogeneous Neumann boundary condition at x = 0 for the even modes and a radiative boundary condition at infinity assuming an outgoing wave as described by Wenzel and Wünsche (1990).…”
Section: Modellingmentioning
confidence: 99%