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A Frequency-Domain Spectral-Balance Quasi-Two-Dimensional Approach for the Simulation of Nonlinear Devices and Circuits

机译:用于仿真非线性装置和电路的频域光谱余量准二维方法

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In this paper a quasi-two-dimensional hydrodynamic physical model of a MOSFET device is presented, for computer-aided numerical simulation. Entirely developed in the frequency domain using the spectral balance technique, the model is based on the numerical solution of one-dimensional Poisson's equation and of the first three moments of Boltzmann's semiclassical transport equation in the longitudinal direction along the channel, self-consistently coupled to a vertical charge-control model between gate and channel. The equations are discretised in the space variable, and expanded in Fourier series in the time variable. The completely frequency-domain approach allows easy inclusion of frequency-dependent parameters of the semiconductor, especially important at very high frequencies (e.g. dielectric constant), and easy and straightforward coupling to the passive external environment. The absence of time-frequency domain transformations typical of Harmonic Balance schemes allows easy extension to multitone analysis
机译:本文提出了一种用于计算机辅助数值模拟的MOSFET器件的准二维流体动力学物理模型。通过频谱平衡技术完全在频域中开发,该模型基于一维泊松方程的数值解,以及沿着通道的纵向纵向横向方向上的前三个瞬间的第一三个矩,自始终耦合到门和通道之间的垂直电荷控制模型。该等式在空间变量中离散,并在时间变量中以傅立叶系列扩展。完全频率域的方法允许易于容易地包含半导体的频率依赖参数,特别是在非常高的频率(例如介电常数)上尤其重要,并且与被动外部环境容易和简单地耦合。谐波平衡方案的缺失典型的典型时间域变换允许扩展到多元分析

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