算法
计算机科学
人工智能
拓扑(电路)
数学
组合数学
作者
Aakashdeep Gupta,K Nidhin,Suresh Balanethiram,Rosario D’Esposito,Sébastien Frégonèse,Thomas Zimmer,Anjan Chakravorty
标识
DOI:10.1109/ted.2021.3054602
摘要
In this brief, we propose a step-by-step strategy to accurately estimate the finger temperature in a silicon-based multifinger bipolar transistor structure from conventional measurements. First we extract the nearly zero-power self-heating resistances (R th,ii (T a )) and thermal coupling factors ( cij (T a )) at a given ambient temperature. Now, by applying the superposition principle on these variables at nearly zero-power, where the linearity of the heat diffusion equation is preserved, we estimate an effective thermal resistance (R th,i (T a )) and the corresponding revised finger temperature T i (T a ). Finally, the Kirchhoff's transformation on T i (T a ) yields the true temperature at each finger (T i (T a, P d )). The proposed extraction technique automatically includes the effects of back-end-of-line metal layers and different types of trenches present within the transistor structure. The technique is first validated against 3-D TCAD simulation results of bipolar transistors with different emitter dimensions and then applied on actual measured data obtained from the state-of-the-art multifinger SiGe HBT from STMicroelectronics B5T technology. It is observed that the superposition of raw measured data at around 40 mW power underestimates the true finger temperature by around 10%.
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