吳育任博士 Dr. Yuh-Renn Wu
教授, Professor
國立台灣大學
光電工程研究所和電機工程學系
Graduate Institute of Photonics and Optoelectronics and Department of Electrical Engineering, National Taiwan University
Email: yrwu @ ntu.edu.tw
Phone (O): +886-2-33669647
Fax: +1-886-2-33669647
Researcher ID: A-1052-2011
ORCID : 0000-0002-1457-3681
Scopus: 7406895528
Google Scholar: Yuh–Renn Wu
Award and Service:
2023 台法科技獎 (France-Taiwan Scientific Prize) (國科會-法蘭西學會)
2023 國科會 未來科技獎 (Future Tech award)
2021 電資學院學術貢獻獎
2021 科技部 未來科技獎 (Future Tech award)
2020 科技部 未來科技獎 (Future Tech award)
2015 科技部 吳大猷先生紀念獎 ( 2015 Ta-You Wu Memorial Award )
2015 NUSOD conference in Taipei, Co-chair
2019 國科會 優秀年輕學者研究計畫 (2013 NSC Junior Research Investigator Grant)
2013 國科會 優秀年輕學者研究計畫 (2013 NSC Junior Research Investigator Grant)
2022-08 – now Chair, Graduate Institute of Photonics and Optoelectronics, NTU
2023-2024 IEEE Taipei Chapter Photonic Society Chair
2021-2022 IEEE Taipei Chapter Photonic Society Vice Chair
2019-2022 Vice Chair, Graduate Institute of Photonics and Optoelectronics
Major Research Areas:
InGaN and AlGaN based UV and white light LEDs
Nitride-based High power and high-frequency HEMTs: We are focusing on device modeling of AlGaN HFETs, which are applied in high-power and high-frequency areas.
II-VI and III-V wide bandgap optoelectronic devices: Device modeling of quantum well/dot light-emitting diodes, Analysis of carrier transport, emission, and absorption properties.
Carrier transport in organic/inorganic hybrid structures, including solar cell and OLED
2D Materials device modeling, including Graphene, MoS2, WS2, and Janus materials, etc…
LAB developed Numerical Modeling tools:
(1D-DDCC) One-dimensional Poisson, Drift-diffusion, and Schrodinger Solver: This solver Can solve the Poisson-Schrodinger equation, drift-diffusion equation, self-consistently. last update (01-03-2019)
(2D-DDCC) Two-Dimensional, Poisson, Drif-diffusion, Schrodinger, and thermal Solver & Ray Tracing Method: This solver Can solve the two-dimensional Poisson, drift-diffusion, and thermal equation self-consistently. Then solve the 2D Schrodinger Equation and Monte Carlo Ray Tracing techniques. last update (01-03-2019)
(3D-DDCC) Three Dimensional FEM Poisson, Drift-diffusion, and thermal Solver + 3D Schrodinger Equation solver. last update (01-03-2019) : The 3D mesh is Based on gmsh