Heterostructure Waveguide design for high-power narrow far-field laser emission

• Published in: 2012 IEEE Photonics Society Summer Topical Meeting Series pp. 61 - 62
• Main Authors: Malag, A., Teodorczyk, M., Dabrowska, E., Nakielska, M., Sobczak, G., Kozlowska, A., Kalbarczyk, J., Krzyzak, K.
• Format: Conference Proceeding
• Language: English
• Published: IEEE 01.07.2012
• Subjects: Adaptive optics; Laser beams; Optical pulses; Optical refraction; Optical variables control; Optical waveguides; Stimulated emission
• ISBN: 9781457715266; 1457715260
• ISSN: 1099-4742; 2376-8614
• DOI: 10.1109/PHOSST.2012.6280786

The heterostructure waveguiding and the resulting emitted vertical beam profile (VBP) is one of current issues in semiconductor lasers design and technology. The motivation is the need for improved coupling efficiency with external receivers and fibers. Generally it is accepted that the vertical beam divergence reduction can be achieved by enlarging the guided mode size [or the effective heterostructure waveguide thickness d eff = d/Γ, where d is quantum well (QW) thickness and Γ is QW confinement factor], which simultaneously increases the catastrophic optical damage (COD) threshold. This relation is ambiguous, however, and depends on the heterostructure waveguide design details. For the waveguides of similar values of d eff the decisive for VBP is the optical field distribution: wide evanescent tails are crucial for reduction of emitted beam divergence rather than the mode full width at half maximum (FWHM). The example is shown in Fig.1, where the refractive index profiles and calculated optical field distributions of TM 0 mode guided by the Double-Barrier Separate-Confinement-Heterostructure (DBSCH) [1] of d eff = 0.68 μm are compared with those for the Step-Index Broadened Waveguide Large-Optical-Cavity (STBW-LOC) heterostructure of d eff = 0.72 μm (based on the published data [2]). In STBW-LOC and other LOC and SuperLOC waveguides the field distribution is accordingly wide but rather tightly confined within the waveguide layers [2-5]. In DBSCH, insertion of thin, wide-gap (low index) barrier layers at the interfaces between waveguide and cladding layers (of conventional separate confinement heterostructure (SCH)) causes a local guiding / antiguiding competition allowing for the optical confinement control. In the case of designed local antiguiding dominance a weakening of the optical confinement leads to formation of evanescent tails of the field distribution deeply penetrating cladding layers. This is like widened, `diffused' edges of an emitting aperture of laser diode (LD) and leads to the vertical beam divergence reduction and COD level increase. Corresponding calculated VBPs are shown in Fig.2 for LDs based on both STBW-LOC and DBSCH structures. They are in high degree Gaussian-like. The calculated beam divergence of DBSCH LDs (Θ ⊥ = 14.4° FWHM) is definitely lower than that of STBW-LOC LDs (Θ ⊥ = 27.6° FWHM), despite similar d eff values. Calculated Θ ⊥ of 27.6° for STBW-LOC structure is in good agreement with the experimental 27° [2], which is a proof of credibility of this modeling. Further possible Θ ⊥ decrease by LOC enlargement is limited by optical and recombination losses caused by carrier accumulation in the waveguide layers [3-5].