利用立方角压头对低k介电薄膜的纳米压痕断裂进行数值模拟

H. Zahedmanesh, K. Vanstreels, Mario Gonzalez
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引用次数: 3

摘要

本文采用有限元模拟的方法研究了硅衬底上低介电常数(low-k)柔性薄膜的压痕和断裂问题。采用内聚区损伤模型进行断裂模拟,通过将力-位移和裂纹扩展响应与实验相关联,得到硅基上涂覆有机硅玻璃2.4 (OSG 2.4)低k薄膜的损伤本构参数和塑性屈服应力。该模型适用于脆性薄膜的表征,低k薄膜的杨氏模量、最大内聚强度、临界内聚能释放率和塑性屈服应力只有通过立方体角压痕实验和有限元模型才能得到。
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Numerical simulation of nano-indentation induced fracture of low-k dielectric thin films using the cube corner indenter
In this study, indentation and fracture of compliant low-dielectric constant (low-k) films on silicon substrates was investigated by means of finite element (FE) modelling. Cohesive zone damage models were employed for fracture simulation and damage constitutive parameters and plastic yield stress of organosilicate glass 2.4 (OSG 2.4) low-k films coated on silicon substrates were obtained by correlating the force-displacement and crack growth response with experiments. The model lends itself to characterization of brittle films where the value of the Young's modulus, the maximum cohesive strength, the critical cohesive energy release rate and plastic yield stress of the low-k films can be extracted only by conducting cube corner indentation experiments and employing the finite element model.
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