Physics-Informed Graph Neural Network for Circuit Compact Model Development

Xujiao Gao, Andy Huang, Nathaniel Trask, Shahed Reza
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引用次数: 10

Abstract

We present a Physics-Informed Graph Neural Network (pigNN) methodology for rapid and automated compact model development. It brings together the inherent strengths of data-driven machine learning, high-fidelity physics in TCAD simulations, and knowledge contained in existing compact models. In this work, we focus on developing a neural network (NN) based compact model for a non-ideal PN diode that represents one nonlinear edge in a pigNN graph. This model accurately captures the smooth transition between the exponential and quasi-linear response regions. By learning voltage dependent non-ideality factor using NN and employing an inverse response function in the NN loss function, the model also accurately captures the voltage dependent recombination effect. This NN compact model serves as basis model for a PN diode that can be a single device or represent an isolated diode in a complex device determined by topological data analysis (TDA) methods. The pigNN methodology is also applicable to derive reduced order models in other engineering areas.
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用于电路紧凑模型开发的物理知情图神经网络
我们提出了一种物理信息图神经网络(pigNN)方法,用于快速和自动化的紧凑模型开发。它汇集了数据驱动机器学习的固有优势、TCAD仿真中的高保真物理以及现有紧凑模型中包含的知识。在这项工作中,我们专注于为非理想PN二极管开发一个基于神经网络(NN)的紧凑模型,该模型表示pigNN图中的一个非线性边。该模型准确地捕捉了指数和准线性响应区之间的平滑过渡。通过神经网络学习电压相关的非理想因子,并在神经网络损失函数中加入逆响应函数,该模型还能准确捕捉电压相关的复合效应。该神经网络紧凑模型可作为PN二极管的基础模型,PN二极管可以是单个器件,也可以表示由拓扑数据分析(TDA)方法确定的复杂器件中的隔离二极管。pigNN方法也适用于其他工程领域的降阶模型的推导。
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