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考虑通孔和边缘效应的互连网络热电分析
引用本文:王宁,董刚,杨银堂,王增,王凤娟,丁灿.考虑通孔和边缘效应的互连网络热电分析[J].计算物理,2012,29(1):108-114.
作者姓名:王宁  董刚  杨银堂  王增  王凤娟  丁灿
作者单位:西安电子科技大学微电子所, 宽禁带半导体材料与器件教育部重点实验室, 陕西 西安 710071
基金项目:国家自然科学基金,国家杰出青年基金,国防预研基金
摘    要:考虑互连通孔和边缘效应,建立互连层间、层内、通孔热阻模型,利用热电二元性,提出一种考虑温度效应对热流影响的热电耦合仿真方法,利用热电之间的反馈关系,修正建模后的温度分布对节点网络热流的影响.并对以聚合物和硅氧化物为介质的多层互连进行分析,以有限元建模结果为参照,与已有模型相比,互连热分布结果的相对标准差分别降低了71.2%、12.9%.考虑通孔效应和边缘效应后,该方法在不同纳米级工艺中所得峰值温升,较已有模型均有一定程度的降低.

关 键 词:热阻  温度分布  热电仿真  通孔效应  边缘效应  
收稿时间:2011-01-14
修稿时间:2011-03-31

Thermoelectric Analysis of Interconnect Considering Via and Fringing Effects
WANG Ning , DONG Gang , YANG Yintang , WANG Zeng , WANG Fengjuan , DING Can.Thermoelectric Analysis of Interconnect Considering Via and Fringing Effects[J].Chinese Journal of Computational Physics,2012,29(1):108-114.
Authors:WANG Ning  DONG Gang  YANG Yintang  WANG Zeng  WANG Fengjuan  DING Can
Institution:Key Laboratory of Ministry of Education for Wide Band-Gap Semiconductor Materials and Devices, Microelectronics Institute, Xidian University, Xian 710071, China
Abstract:With consideration of via effect and heat fringing effect,a thermoelectric simulation method is proposed which modifies node heat flow due to temperature distribution.Based on thermoelectric duality,thermal resistance models including inner/inter-layer and vias are presented.Take advantage of feedback relationship between heat and electric,the node network heat flow model is modified with temperature distribution.Multilevel interconnects temperature distribution with polymer and silicon oxide as insulator dielectric are analyzed.Compared with results of finite element,the relative standards deviation of the proposed method can be reduced by 71.2% and 12.9% respectively than those of available models.With consideration of via effect and heat fringing effect,we calculate peak temperature rise in different technology nodes.It shows that interconnect temperature distribution is overestimated in traditional models.
Keywords:thermal resistance  temperature distribution  thermoelectric simulation  via effect  fringing effect
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