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Analysis of period-doubling bifurcation and chaos using physics-based SiC diode model

机译:基于物理学的SiC二极管模型分析倍周期分叉和混沌

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SiC diode is more attractively and potentially used in high voltage and high frequency field compared with ordinary diode. The research on SiC diode focuses on the model and analysis of the volt-ampere characteristics. While on the study of chaos, most of previous research has used a silicon diode with the simplified equivalent circuit model. In this paper, a physics-based model of a SiC diode is used in the driven Resistor-Inductor-Diode (RLD) series circuit to study the nonlinear behaviors. Fourier series solution is used for solving the am-bipolar diffusion equation (ADE) in lightly doped drift region. Numerical results show that its route to chaos through period doubling or bifurcation and we can obtain the ranges of the driven voltage frequency and amplitude for the onset of chaos in the RLD circuits.
机译:与普通二极管相比,SiC二极管更具吸引力,并且有可能在高压和高频领域中使用。 SiC二极管的研究侧重于伏安特性的建模和分析。在研究混沌时,先前的大多数研究都使用具有简化等效电路模型的硅二极管。在本文中,SiC二极管的基于物理学的模型被用于驱动的​​电阻器-电感器-二极管(RLD)串联电路中,以研究非线性行为。傅里叶级数解用于求解轻掺杂漂移区的双极扩散方程(ADE)。数值结果表明,其通过周期倍增或分叉达到混沌的途径,我们可以得到RLD电路中混沌发生的驱动电压频率和幅度范围。

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