SOI技术的分层热建模

K. Xiu, M. Ketchen
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引用次数: 1

摘要

VLSI电路中的热环境的特点是在通道区域附近存在小而孤立的热源和作为热传导介质的巨大体积(例如衬底)。绝缘体上硅技术中埋藏氧化层的存在在器件和硅衬底之间引入了额外的热障。这种情况的建模和仿真通常采用基于元素的仿真(如有限元方法、集总元素方法)或基于积分变换的直接方法来处理。在实际应用中,这两种方法都不能同时保持精度和效率。我们开发了一种新的方法来模拟不同复杂程度的高密度集成电路的热行为。它将结构导热介质分层处理,因此能够在广泛的长度尺度范围内将热行为联系起来。作为一个示范,该方法应用于模拟热传导和自热效应的SOI技术。与传统的基于单元的数值方法求解拉普拉斯方程相比,out方法在保持精度的同时,大大减少了节点数和计算时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hierarchical thermal modeling for SOI technology
The thermal environment in VLSI circuits is characterized by the existence of both small and isolated heat sources near the channel region and a vast volume (e.g. substrate) serving as the heat conduction media. The presence of a buried oxide layer in Silicon on Insulator technology introduces an additional thermal barrier between the device and Si substrate. The modeling and simulation of such situations are usually handled with either element-based simulations (e.g. finite element methods, lumped element methods) or direct methods based on integral transform. In practice neither approach can maintain both accuracy and efficiency at the same time. We have developed a new methodology for the simulation of the thermal behavior of high-density integrated circuits at various levels of complexity. It treats the structured thermal conduction media hierarchically and thus is capable of relating thermal behaviors over a wide range of length scales. As a demonstration this methodology is applied to model heat conduction and self heating effects in SOI technology. Compared to the traditional element-based numerical method used to solve the Laplace equation, out method greatly reduces the number of nodes and the computing time while maintaining accuracy.
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