研究目的
To clarify the fundamental physical process of the momentum and energy relaxation phenomenon in wurtzite GaN, InN, and AlN, understand the relationship of relaxation rate with electric field and temperature, and clarify the role of scattering mechanisms during the relaxation process.
研究成果
The momentum and energy relaxation processes in wurtzite GaN, InN, and AlN are significantly influenced by electric field and temperature, with different scattering mechanisms dominating under varying conditions. Momentum relaxation time is generally lower than energy relaxation time due to more scattering mechanisms affecting momentum. Nonlocal transport phenomena, such as velocity overshoot and undershoot, are important and vary with material properties, particularly effective mass. The findings can guide device design and provide inputs for energy balance models in semiconductor device simulation.
研究不足
The study is computational and based on simulations, which may not fully capture real-world device complexities or experimental variations. The Monte Carlo method has high computational cost, limiting its application in commercial device simulators. The research focuses on bulk materials and may not directly apply to specific device structures like 2DEG, and the parameters used are from literature, potentially introducing inaccuracies if not perfectly representative.
1:Experimental Design and Method Selection:
The study uses the classic three valleys Monte Carlo method to simulate electron transport, specifically the Ensemble Monte Carlo (EMC) technique, to analyze stochastic motions of electrons and calculate momentum and energy relaxation rates based on the Boltzmann equation.
2:Sample Selection and Data Sources:
Simulations are performed on bulk wurtzite GaN, InN, and AlN semiconductors, with parameters sourced from literature as detailed in Tables I and II of the paper.
3:List of Experimental Equipment and Materials:
No specific physical equipment is mentioned; the work is computational, relying on Monte Carlo simulations.
4:Experimental Procedures and Operational Workflow:
The EMC method simulates electron behavior under varying electric fields (from low to high values) and temperatures (200 K to 600 K), considering scattering mechanisms including ionized impurity scattering, acoustic deformation potential, piezoelectric, polar optical phonon, and inter-valley scattering. Relaxation rates are calculated using statistical formulas derived from collision integrals.
5:Data Analysis Methods:
Data is analyzed by plotting relationships between scattering rates, electron energy, electric field, and temperature, using logarithmic coordinates for some analyses to interpret trends in relaxation rates.
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