Modeling Photonic Crystal Light Emitting Diode (PhCLED) Using APSYS. Copyright 2007 Crosslight Software Inc.
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1 Modeling Photonic Crystal Light Emitting Diode (PhCLED) Using APSYS Copyright 2007 Crosslight Software Inc. 1
2 2 Model Contents A PhCLED with DBR An InGaN PhCLED with guided multimodes Summary
3 Modeling photonic crystal LED 3 Current flow Air hole array Guided mode Active layer Current injection and spontaneous emission in MQW modeled by 2/3D drift-diffusion theory and self-consistent solution of quantum mechanical wave equations. Spontaneous emission coupled to guided modes by Green s function method [*]. Guided modes coupled to photonic crystal grating by coupled mode theory [**]. [*] Green s function method is a theory to calculate field distribution produced by continuously distributed light source. [**] Coupled-mode theory studies a series of plane waves scattered by a periodic refractive index perturbation.
4 4 Model Contents A PhCLED with DBR An InGaN PhCLED with guided multimodes Summary
5 Common Ph.C. LED with DBR 5 See for example: APL vol. 78, p. 563, 2001 Rem: : They are similar to RCLED except for the top air holes
6 Simulation study 6 With and without air holes Transparent top electrodes are assumed for air hole emission calculation. Based on experimental structure from Schubert et. al., J. Lightwave Technol., vol. 14, p Air holes were placed on top to compare its performance wih and without Ph.C. air holes.
7 2/3D Drift-Diffusion Diffusion Model 7 3D Potential distribution MQW Region Distribution of y- component of electronic current DBR Region
8 Physical Simulation 8 Conduction band Electron IMREF Hole IMREF Valence band/lh/hh 3D simulation of band structure physics including MQW strain effects. Current flow and self-heating may be included self-consistently.
9 Spontaneous emission & guided mode 9 For illustrative purpose, interaction between a single guided mode with spontaneous emission source considered.
10 Geometric & power coupling vs. air hole depth 10 Geometrical confinement factor describes the wave intensity weighted overlap between the guided mode and the air hole. More overlap between air hole and guided mode does not guarantee higher power coupling because the air holes act as coherent emitting source driven by the guided mode in the vertical direction. Maximum power is achieved only when there is constructive interference in the vertical direction. Power coupling coefficient describes the fraction of guided modal power coupled to the vertical emission mode.
11 Distribution of vertical emission power density 11 Distribution of emitted power from center of LED. Non- uniformity mainly caused by current spreading.
12 Substantial increase in power extraction 12 With air holes (upward emission) Without (downward emission)
13 13 Model Contents A PhCLED with DBR An InGaN PhCLED with guided multimodes Summary
14 Simulated structure Based on experimental structure of David et al. Appl. Phys. Lett. 88, P-contact Air-air hole interface Active InGaN/GaN MQW Low index AlGaN
15 15 Simulated current crowding Y-component of current (negative means downward flow) Strong current crowding is present in this structure.
16 Guided multimodes 16 Mode 1 Mode 2
17 Geometric confinement factor 17 Remark: For shallow air holes, higher order modes may have higher geometric coupling coefficient.
18 Modal power coupling coefficient 18 Remark: For shallow air holes, higher order modes may have higher modal coupling coefficient.
19 Power weighted coupling coefficient 19 Evaluated at x=150 um Remark: For this structure, the fundamental mode carries most of the power and still dominates power coupling, assuming only three multimodes in the calculation.
20 Total power coupling 20 Air hole depth=0.3 um Average power cpl=0.08 Evaluated at x=150 um Remark: due to current crowding, substantial variation is seen in spatial distribution of extracted power.
21 Total power extraction enhancement 21 Air hole depth=0.3 um With air holes without Using an air hole depth of 0.3 um (nearly touching the MQW) extracted power is nearly doubled. This result is consistent with experimental data. Modeling results are reasonable considering only three modes are included. APPLIED PHYSICS LETTERS 88,
22 22 Summary The APSYS-PhCLED option is an useful tool for optimization of air holespontaneous emission power coupling. Simulation results are consistent with published theories and experiments.
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