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考虑通孔效应和边缘传热效应的纳米级互连线温度分布模型
引用本文:朱樟明,郝报田,钱利波,钟波,杨银堂.考虑通孔效应和边缘传热效应的纳米级互连线温度分布模型[J].物理学报,2009,58(10):7130-7135.
作者姓名:朱樟明  郝报田  钱利波  钟波  杨银堂
作者单位:西安电子科技大学微电子研究所,西安 710071
基金项目:国家自然科学基金(批准号:60725415,60676009,60776034)、国家高技术研究发展计划(批准号:2009AA01Z258,2009AA01Z260)和西安AM创新基金(批准号:XA-AM-200814)资助的课题.
摘    要:提出了同时考虑通孔效应和边缘传热效应的互连线温度分布模型,获得了适用于单层互连线和多层互连线温度分布的解析模型,并基于65 nm互补金属氧化物半导体(CMOS)工艺参数计算了不同长度单层互连线和多层互连线的温度分布.对于单层互连线,考虑通孔效应后中低层互连线的温升非常低,而全局互连线几乎不受通孔效应的影响,温升仍然很高.对于多层互连线,最上层互连线的温升最高,温升和互连介质层厚度近似成正比,而且互连介质材料热导率越低,温升越高.所提出的互连线温度分布模型,能应用于纳米级CMOS计算机辅助设计. 关键词: 通孔效应 边缘传热效应 纳米级互连线 温度分布模型

关 键 词:通孔效应  边缘传热效应  纳米级互连线  温度分布模型
收稿时间:4/5/2009 12:00:00 AM
修稿时间:6/9/2009 12:00:00 AM

A compact interconnect temperature distribution model considering the via effect and the heat fringing effect
Zhu Zhang-Ming,Hao Bao-Tian,Qian Li-Bo,Zhong Bo,Yang Yin-Tang.A compact interconnect temperature distribution model considering the via effect and the heat fringing effect[J].Acta Physica Sinica,2009,58(10):7130-7135.
Authors:Zhu Zhang-Ming  Hao Bao-Tian  Qian Li-Bo  Zhong Bo  Yang Yin-Tang
Abstract:Considering the via effect and the heat fringing effect simultaneously,we proposed a compact interconnect temperature distribution model that can be applied for single interconnect and multilevel interconnects. Based on the 65 nm complementary metal-oxide semiconcluctor (CMOS) interconnect and material parameter,the temperature distribution of multilevel interconnects and single interconnect with different lengths was calculated. The results show that the temperature rise of global interconnect is still large when the via effect is considered,while the temperature rise of intermediate line and local line is quite small. For multilevel interconnects,the temperature rise in the uppermost layer interconnect is the largest. The temperature rise is approximately proportional to the thickness of insulator,and will rise higher if the thermal conductivity of dielectric materials becomes smaller. The proposed interconnect temperature distribution model can be used in nanometer CMOS computer-aided design.
Keywords:via effect  heat fringing effect  nanometer interconnect line  temperature distribution model
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