검색 전체 메뉴
PDF
맨 위로
OA 학술지
Numerical Study of Enhanced Performance in InGaN Light-Emitting Diodes with Graded-composition AlGaInN Barriers
  • 비영리 CC BY-NC
  • 비영리 CC BY-NC
ABSTRACT

In this paper, we report the effect of GaN/graded-composition AlGaInN/GaN quantum barriers in active regions on the electrical and optical properties of GaN-based vertical light emitting diodes (VLEDs). By modifying the aluminum composition profile within the AlGaInN quantum barrier, we have achieved improvements in the output power and the internal quantum efficiency (IQE) as compared to VLEDs using conventional GaN barriers. The forward voltages at 350 mA were calculated to be 3.5 and 4.0 V for VLEDs with GaN/graded-composition AlGaInN/GaN barriers and GaN barriers, respectively. The light-output power and IQE of VLEDs with GaN/graded-composition AlGaInN/GaN barriers were also increased by 4.3% and 9.51%, respectively, as compared to those with GaN barriers.


KEYWORD
Light-emitting diodes (LEDs) , AlGaInN , Quantum barriers , Numerical simulation
  • I. INTRODUCTION

    InGaN/GaN-based light-emitting diodes (LEDs) have attracted considerable interest because of their various industrial application in general lighting, backlight units in liquid crystal displays (LCD), full-color displays, and automotive head lamps [1-7]. Nowadays, the application of GaN LEDs has been extended to general lighting, which requires high-brightness and high-power operation. For high-brightness and high-power applications of solid-state general lighting, LEDs have to be operated at a high current density. However, in spite of significant improvements in its performance, the use of GaN-based LEDs is still seriously limited by the reduction in the external quantum efficiency (EQE) under high-injection-current-density conditions [8]. This well-known phenomenon is referred to as efficiency droop. Over the past years, several different suggestions regarding the mechanism of efficiency droop have been reported, including carrier leakage out of the multi-quantum well (MQW) active region [9,10], Auger nonradiative recombination [11], junction heating [12], the dislocation density [13], non-uniform distribution of holes [14], polarization fields [15] and the quantum-confined Stark effect (QCSE) [16]. Nevertheless, the major origin of the efficiency droop behavior is still not completely understood. For this reason, many approaches have been suggested to increase EQE and mitigate efficiency droop in recent years. Among them, for the GaN-based blue LEDs, it is notable that not only the polarization field in MQWs but also low injection and transport of holes are believed to be the main factors of the efficiency droop and the degradation in EQE. Conventionally, the strong piezoelectric and spontaneous polarization due to large lattice mismatch between InGaN well and GaN barrier layers cause an internal electric field perpendicular to the plane of the well layer, resulting in poor overlap between electron and hole wavefunctions in the well [17]. These effects give rise to decreased internal quantum efficiency (IQE). Furthermore, a p-type AlGaN electron blocking layer (EBL) is usually used between the p-type GaN layer and the active region to alleviate the electron leakage and to improve the device efficiency [18,19]. The EBL has played an important role in effectively confining electrons in the active region because the large conduction band offset between the last GaN barrier and the AlGaN layer is beneficial in preventing electron leakage out of quantum wells. However, it has been reported that a large polarization field in AlGaN EBL can reduce the effective barrier height for electrons [20]. On the other hand, the downward band-bending induced by the polarization field and the valence band offset at the interface of the last barrier of the MQWs and the AlGaN layer might act as a potential barrier for holes [21,22]. Therefore, the polarization-matched quarternary AlGaInN and InGaN quantum barriers have been suggested to reduce the polarization field in the active region and have been experimentally demonstrated to enhance the light-output power and to reduce the efficiency droop of LEDs [23,24]. It has been also reported that p-AlGaInN and p-AlInN EBL in LED structures can prevent carrier leakage over the EBL [25,26].

    In this paper, in order to solve the above mentioned problem, we propose and investigate the effect of GaN/ graded-composition AlGaInN/GaN as quantum barriers in the active region on the performance of GaN-based vertical LED in comparison with those of conventional GaN quantum barriers. The inserted graded-composition AlGaInN barriers were used to reduce polarization effects between quantum well and barrier layer so that the carrier distribution and radiative recombination rate were improved, and thereby efficiency droop was alleviated. We use the Simulator of Light Emitters based on Nitride Semiconductors (SiLENSe) and the Spreading of Current in Light Emitting Diodes (SpecLED) programs to analyze enhancement of the device performance [27].

    II. DEVICE STRUCTURE AND PARAMETERS

    As shown in Fig. 1, the vertical LED structures for the numerical analysis were composed of a 2.5-μm-thick n-type GaN (n-doping = 5 × 1018 cm-3). The MQW active region consisted of five 3-nm-thick undoped In0.2Ga0.8N QWs separated by 12-nm-thick barrier layers with a 3×1018 cm-3 donor (Si) concentration. On top of the active region were a 20-nm-thick p-type Al0.15Ga0.85N EBL and a 0.2-μm-thick p-GaN (p-doping = 1.2 × 1018 cm-3 for both layers) cap layer. For a comparative study, two LED structures were assumed. The schematic diagrams of the LED structures with two different types of quantum barriers are shown in Fig. 1. In order to reduce the polarization effect of the

    original LED structure with conventional GaN barriers, 8-nm-thick graded-composition AlGaInN layers are sandwiched by 2-nm-thick GaN barriers and are proposed to replace the conventional GaN barrier. The Al composition (x) of the graded-composition AlXGa1-XIn0.08N was gradually decreased from 0.06 to 0.03. The VLED with conventional GaN barriers and that with GaN/graded-composition AlGaInN/GaN barriers are referred to as structure A and structure B, respectively. The band offset ratio, ΔEC/ΔEV = 0.7/0.3, serves as a default parameter in the simulation. All the calculations are carried out with the threading dislocation density of 108 cm-2. The operating temperature is assumed to be 300 K. To simplify the simulation, the light extraction efficiency is assumed to be 0.7. The electron and the hole mobilities were assumed to be 150 cm2/Vs and 10 cm2/Vs, respectively. The area of the device geometry was 1 × 1 mm2. Other material parameters used in the simulation can be found in Ref. 28. For this simulation, the light-output power versus the current and the current versus the voltage (L-I-V) characteristics, the electroluminescence (EL) and internal quantum efficiency (IQE) were investigated by using the SimuLED package, which provides a coupled 3D analysis of the electrical, thermal, and optical processes.

    The basic equations used for this study are Poisson’s equation and the current-continuity equations for electrons and holes, as represented by the following equations [29]:

    image
    image
    image

    where ψ is the electric potential, n is the electron density, p is the hole density, Je and Jh are the current densities for electrons and holes, respectively, and R is a recombination term. In Eq. (1), ND and NA represent the ionized donor concentration and ionized acceptor concentration, respectively. In the simulation, the recombination term R in Eqs. (2), (3) and (4) was represented as follows:

    image

    where Rsp, RSRH, and RAug are the spontaneous emission recombination, the Shockley-Read-Hall nonradiative recombination, and the Auger recombination, respectively. Also, the internal quantum efficiency (ηint) was given by

    image

    The electron and the hole current densities are related to the fluxes as jn = -q · jn and jp = +q · jp. In turn, the carrier fluxes depend generally on the gradients of the quasi- Fermi levels as

    image

    where μn and μp are the electron and the hole mobilities, respectively. Moreover, commonly-accepted parameters are used in the simulations, including a Shockley-Read-Hall (SRH) recombination lifetime of 50 ns and an Auger recombination coefficient of 1×10-31 cm6s-1 [30] at the interfaces between the InGaN well and GaN barrier in the active region.

    III. RESULTS AND DISCUSSION

    Figure 2 shows the simulated the light-output power versus the current and the current versus the voltage (L-I-V) characteristics for the two LED structures of different quantum barrier types as functions of the injection current. The forward voltages at 350 mA of structure A and B are 4.0 and 3.5 V, respectively. The reduced forward voltage can be attributed to the improvement in the hole injection and distribution by the reduced polarization field of graded-composition AlGaInN barriers. The light output powers of the two LEDs increases as the injection current increases. The output power of structure B was found to be higher than that of structure A over the whole range of current. The light output power of structure B was higher by 4.3% than that of structure A. Also, the IQEs of structure A and B as functions of injection current density are shown in Fig. 3. The IQE of structure B was increased by 9.51% at an injection current of 350 mA compared with that of structure A. The efficiency droop defined as (ηpeak350A/cm2)/ηpeak, is alleviated from 24.8% to 13.3%, indicating the improvement of radiative-recombination rate

    due to efficient hole injection and distribution. These results indicate that the structure B is the superior one due to the reduced efficiency droop and higher light output power at high current. The cause for the superiority of structure B is the combined effect of the efficient injection and uniform distribution of hole and the enhanced radiative-recombination rates.

    In order to explain the above phenomenon, the calculated energy band diagrams and quasi-Fermi levels of structure A and B at an injection current of 35 A/cm2 are shown in Fig. 4. In Fig. 4(a), the LED with conventional GaN barriers

    show highly tilted energy band structures in the active regions. This means that the polarization induced internal field causes the increase of the potential difference in the energy band between the well and barrier layers, and thus the reduction of radiative recombination rate and IQE is occurred by poor overlap between the electron and hole wave functions. In addition, the increased potential height in valence band prevents efficient hole transport from the p-type GaN into active regions. On the other hand, in Fig. 4(b), because of the relative small band bending induced by the

    reduced internal field in active regions, the slope of valence band in the inserted graded-composition AlGaInN barriers is alleviated. Therefore, these barriers of structure B can attribute to a decreased effective potential barrier height for the injection and distribution of holes without the leak of electrons out of the active regions.

    To explain the above-mentioned reasons, the electron and hole concentration of the structure A and B at 35 A/cm2 are shown in Fig. 5. For the structure B, the hole concentration decreased at fifth quantum well near the p-GaN side. However, at the same time, the hole concentrations of first, second and third quantum wells is nearly one or two order of magnitude higher than that of the structure A, which is shown in Fig. 5(a). Simultaneously, electrons are uniformly distributed throughout the entire MQW regions in the structure A and B, as shown in Fig. 5(b). A comparison of the hole concentrations in the structure A and B around the active regions shows a uniform hole distribution for the structure B because the GaN/gradedcomposition AlGaInN/GaN barriers more effectively transport holes. In other words, larger numbers of holes inside the active regions, as well as enhanced overlap of the electron and the hole wave functions, result in the increased radiative recombination. These improved hole injection and distribution results can be further explained by the hole current inside the MQWs.

    Figure 6 shows the hole injection current densities as functions of position close to the active regions of the LEDs with two different quantum barrier types at 35 A/cm2. The hole current density of the structure B injected into the active region from the p-GaN is higher than that of the structure A. Thus, it is clearly apparent that the GaN/gradedcomposition AlGaInN/GaN barriers enable more efficient hole transport across the MQWs, which is beneficial to the high output power and the reduction of efficiency droop.

    IV. CONCLUSION

    In conclusion, we numerically studied the influence of GaN/graded-composition AlGaInN/GaN quantum barriers in the active region on the performance of GaN-based VLEDs. The simulation results showed that, among the two LED structures under study, the LED with GaN/gradedcomposition AlGaInN/GaN quantum barriers revealed the enhanced electrical and optical characteristics. The forward voltages at 350 mA were calculated to be 3.5 and 4.0 V for VLEDs with GaN/graded-composition AlGaInN/GaN barriers and GaN barriers, respectively. The output power and internal quantum efficiency of LEDs with GaN/graded-composition AlGaInN/GaN barriers was higher by 4.3% and 9.51% than those of LEDs with conventional GaN barriers, respectively. The efficiency droop of LEDs using GaN/graded-composition AlGaInN/GaN barriers was alleviated from 24.8% to 13.3%, indicating the improvement of radiative-recombination rate, in comparison with that of LEDs using GaN barriers. Such enhancements could be attributed to the relatively efficient hole injection and uniform distribution in MQWs due to the moderate downward band bending and the high radiative recombination rate in the active regions, and the small efficiency droop. This proposed quantum barrier structure within LEDs is beneficial, especially for GaN-based LEDs operating at high injection current.

참고문헌
  • 1. Jobsis F. F., Krames M. R., Shchekin O. B., Mueller-Mach R., Mueller G. O., Zhou L., Harbers G., Craford M. G. (2007) “Status and future of high-power light-emitting diodes for solid-state lighting” [IEEE J. Display Technol.] Vol.3 P.160-175 google cross ref
  • 2. Chae D. J., Kim D. Y., Kim D. H., Kim S. J., Kim T. G. (2011) “Optical properties of NiO/Al based reflector for high-power ultraviolet light-emitting diodes” [J. Korean Phys. Soc.] Vol.58 P.990-993 google cross ref
  • 3. Yang J. W., Sim J. I., An H. M., Kim T. G. (2011) “Fabrication of nanometer-scale pillar structures using nanosphere lithography” [J. Korean Phys. Soc.] Vol.58 P.994-997 google cross ref
  • 4. Shin Y. C., Kim D. H., Kim E. H., Park J. M., Ho K. M., Constant K., Choe Park J. H., Park Q. H., Ryu H. Y., Baek J. H., Jung, T., Kim T. G. (2010) “High efficiency GaN light-emitting diodes with two dimensional photonic crystal structures of deep-hole square lattices” [IEEE J. Quantum Electron.] Vol.46 P.116-120 google cross ref
  • 5. Kim S. J., Nam T. Y., Kim T. G. (2011) “Low-resistance nonalloyed Ti/Al ohmic contacts to N-face n-type GaN with O2 plasma treatment” [IEEE Electron Device Lett.] Vol.32 P.149-151 google cross ref
  • 6. Kim D. H., Kim S. J., Kim S. H., Jeong T., Hwang S.-M., Kim T. G. (2011) “Improved device performance in nonpolar a-plane GaN LEDs using an Ni/Al/Ni/Au n-type ohmic contact” [Phys. Stat. Sol. (RRL)] Vol.5 P.274-276 google cross ref
  • 7. Son C. G., Yi J. H., Gwag J. S., Kwon J. H., Park G. J. (2011) “Improvement of color and luminance uniformity of the edge-lit backlight using the RGB LEDs” [J. Opt. Soc. Korea] Vol.15 P.272-277 google cross ref
  • 8. Li Y.-L., Huang Y.-R., Lai Y.-H. (2007) “Efficiency droop behaviors of InGaN/GaN multiple-quantum-well light-emitting diodes with varying quantum well thickness” [Appl. Phys. Lett.] Vol.91 P.181113 google
  • 9. Chang L.-B., Lai M.-J., Lin R.-M., Huang C.-H. (2011) “Effect of electron leakage on efficiency droop in wide-well InGaN-based light-emitting diodes” [Appl. Phys. Express] Vol.4 P.012106 google cross ref
  • 10. Kim K.-S., Yi J. C. (2012) “Epitaxial structure optimization for high brightness InGaN light emitting diodes by using a self-consistent finite element method” [J. Opt. Soc. Korea] Vol.16 P.292-298 google cross ref
  • 11. Shen Y. C., Mueller G. O., Watanabe S., Gardner N. F., Munkholm A., Krames M. R. (2007) “Auger recombination in InGaN measured by photoluminescence” [Appl. Phys. Lett.] Vol.91 P.141101 google
  • 12. Efremov A. A., Bochkareva N. I., Gorbunov R. I., Lavrinovich D. A., Rebane Y. T., Tarkhin D. V., Shreter Y. G. (2006) “Effect of the joule heating on the quantum efficiency and choice of thermal conditions for high-power blue InGaN/GaN LEDs” [Semiconductors] Vol.40 P.605-610 google cross ref
  • 13. Schubert M. F., Chhajed S., Kim J. K., Schubert E. F., Koleske D. D., Crawford M. H., Lee S. R., Fischer A. J., Thale R. G., Banas M. A. (2007) “Effect of dislocation density on efficiency droop in GaInN/GaN light-emitting diodes” [Appl. Phys. Lett.] Vol.91 P.231114 google cross ref
  • 14. David A., Grundmann M. J., Kaeding J. F., Gardner N. F., Mihopoulos T. G., Krames M. R. (2008) “Carrier distribution in (0001) InGaN/GaN multiple quantum well light-emitting diodes” [Appl. Phys. Lett.] Vol.92 P.053502 google cross ref
  • 15. Kim M. H., Schubert M. F., Dai Q., Kim J. K., Schubert E. F., Piprek J., Park Y. (2007) “Origin of efficiency droop in GaN-based light-emitting diodes” [Appl. Phys. Lett.] Vol.91 P.183507 google cross ref
  • 16. Cabalu J. S., Thomidis C., Moustakas T. D., Riyopoulos S., Zhou L., Smith D. J. (2006) “Enhanced internal quantum efficiency and light extraction efficiency from textured GaN/AlGaN quantum wells grown by molecular beam epitaxy” [J. Appl. Phys.] Vol.99 P.064904 google cross ref
  • 17. Park S.-H., Chuang S.-L. (1998) “Piezoelectric effects on electrical and optical properties of wurtzite GaN/AlGaN quantum well lasers” [Appl. Phys. Lett.] Vol.72 P.3103 google cross ref
  • 18. Chitnis A., Zhang J. P., Adivarahan V., Shatalov M., Wu S., Pachipulusu R., Mandavilli V., Khan M. A. (2005) “Improved performance of 325-nm emission AlGaN ultraviolet light-emitting diodes” [Appl. Phys. Lett.] Vol.82 P.2565 google cross ref
  • 19. Tu R. C., Tun C. J., Pan S. M., Chuo C. C., Sheu J. K., Tsai C. E., Chi G. C. (2003) “Improvement of nearultraviolet InGaN-GaN light-emitting diodes with an AlGaN electron-blocking layer grown at low temperature” [IEEE Photon. Technol. Lett.] Vol.15 P.1342-1344 google cross ref
  • 20. Zhang L., Ding K., Liu N. X., Wei T. B., Ji X. L., Ma P., Yan J. C., Wang J. X., Zeng Y. P., Li J. M. (2010) “Theoretical study of polarization-doped GaN-based light-emitting diodes” [Appl. Phys. Lett.] Vol.98 P.101110 google
  • 21. Kuo Y. K., Chang J. Y., Tsai M. C. (2010) “Enhancement in hole-injection efficiency of blue InGaN light-emitting diodes from reduced polarization by some specific designs for the electron blocking layer” [Opt. Lett.] Vol.35 P.3285-3287 google cross ref
  • 22. Yen S. H., Tsai M. C., Tsai M. L., Shen Y. J., Hsu T. C., Kuo Y. K. (2009) “Effect of N-type AlGaN layer on carrier transportation and efficiency droop of blue InGaN light-emitting diodes” [IEEE Photon. Technol. Lett.] Vol.21 P.975-977 google cross ref
  • 23. Kuo Y.-K., Chang J.-Y., Tsai M.-C., Yen S.-H. (2009) “Advantages of blue InGaN multiple-quantum light-emitting diodes with InGaN barriers” [Appl. Phys. Lett.] Vol.95 P.011116 google cross ref
  • 24. Fu Y.-K., Jiang R.-H., Lu Y.-H., Chen B.-C., Xuan R., Fang Y.-H., Lin C.-F., Su Y.-K., Chen J.-F. (2011) “The effect of trimethylgallium flows in the AlInGaN barrier on optoelectronic characteristics of near ultraviolet light-emitting diodes grown by atmospheric pressure metalorganic vapor phase epitaxy” [Appl. Phys. Lett.] Vol.98 P.121115 google cross ref
  • 25. Choi S., Kim H. J., Kim S. S, Liu J., Kim J., Ryou J. H., Dupuis R. D., Fischer A. M., Ponce F. A. (2010) “Improvement of peak quantum efficiency and efficiency droop in III-nitride visible light-emitting diodes with an InAlN electron-blocking layer” [Appl. Phys. Lett.] Vol.96 P.221105 google cross ref
  • 26. Kuo Y. K., Tsai M. C., Yen S. H. (2009) “Numerical simulation of blue InGaN light-emitting diodes with polarizationmatched AlGaInN electron-blocking layer and barrier layer” [Opt. Commun.] Vol.282 P.4252-4255 google cross ref
  • 27. SiLENSe and SpeCLED by STR Group Inc. google
  • 28. Vurgaftman I., Meyer J. R. (2003) “Band parameters for nitrogen-containing semiconductors” [J. Appl. Phys.] Vol.94 P.3675 google cross ref
  • 29. Kurata M. 1982 Numerical Analysis for Semiconductor Devices google
  • 30. Shen Y. C., Mueller G. O., Watanabe S., Gardner N. F., Munkholm A., Krames M. R. (2007) “Auger recombination in InGaN measured by photoluminescence” [Appl. Phys. Lett.] Vol.91 P.141101 google cross ref
이미지 / 테이블
  • [ FIG. 1. ]  Schematic diagrams of three GaN-based vertical LED structures of two different quantum barrier types.
    Schematic diagrams of three GaN-based vertical LED structures of two different quantum barrier types.
  • [ FIG. 2. ]  L-I-V curves of LEDs with two different quantum barrier types.
    L-I-V curves of LEDs with two different quantum barrier types.
  • [ FIG. 3. ]  IQE of LEDs with structure A and B as functions of injection current.
    IQE of LEDs with structure A and B as functions of injection current.
  • [ FIG. 4. ]  Calculated band diagrams of LEDs with (a) structure A and (b) structure B at 35 A/cm2.
    Calculated band diagrams of LEDs with (a) structure A and (b) structure B at 35 A/cm2.
  • [ FIG. 5. ]  (a) Hole concentrations and (b) electron concentrations of LEDs with two different quantum barrier types at 35 A/cm2.
    (a) Hole concentrations and (b) electron concentrations of LEDs with two different quantum barrier types at 35 A/cm2.
  • [ FIG. 6. ]  Simulated hole current densities close to of the active regions of LEDs with two different quantum barrier types at 35 A/cm2.
    Simulated hole current densities close to of the active regions of LEDs with two different quantum barrier types at 35 A/cm2.
(우)06579 서울시 서초구 반포대로 201(반포동)
Tel. 02-537-6389 | Fax. 02-590-0571 | 문의 : oak2014@korea.kr
Copyright(c) National Library of Korea. All rights reserved.