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首页> 外文期刊>Journal of Computational Physics >QUANTUM HYDRODYNAMIC SIMULATION OF HYSTERESIS IN THE RESONANT TUNNELING DIODE
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QUANTUM HYDRODYNAMIC SIMULATION OF HYSTERESIS IN THE RESONANT TUNNELING DIODE

机译:共振隧穿二极管中滞回的量子力学模拟

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Hysteresis in the current-voltage curve of a resonant tunneling diode is simulated and analyzed in the quantum hydrodynamic (QHD) model for semiconductor devices. The simulations are the first to show hysteresis in the QHD equations and to confirm that bistability is an intrinsic property of the resonant tunneling diode, Hysteresis appears in many settings in fluid dynamics, The simulations presented here show that hysteresis is manifested in the extension of classical fluid dynamics to quantum fluid dynamics. A finite element method for simulation of the time-dependent QHD model is introduced, The finite element method is based on a Runge-Kutta discontinuous Galerkin method for the QHD conservation laws and a mixed finite element method for Poisson's equation and the source terms in the QHD conservation laws. (C) 1995 Academic Press, Inc. [References: 21]
机译:在半导体器件的量子流体动力学(QHD)模型中,对谐振隧穿二极管的电流-电压曲线中的磁滞进行了仿真和分析。该模拟是第一个在QHD方程中显示迟滞并证实双稳态是共振隧穿二极管的固有特性的设备,在流体动力学的许多设置中都出现了迟滞,此处显示的仿真表明,迟滞表现在经典的扩展​​中流体动力学到量子流体动力学。介绍了一种随时间变化的QHD模型的有限元模拟方法,该方法是基于Runge-Kutta间断Galerkin方法的QHD守恒定律和混合有限元方法的Poisson方程及其源项。 QHD保护法。 (C)1995 Academic Press,Inc. [参考:21]

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