MD-ISE-FE Multiscale Modeling and Numerical Simulation of Thermal Conductivity of Cu Film Interface Structure

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With the devices miniaturization, the properties of materials at the micro/nano scale were much different from what at Macro-scale because of the scale effect. The Interface Stress Element (ISE) was introduced into the multi-scale model. These three methods, Molecular Dynamics (MD), ISE and Finite Element (FE) were effectively combined by designing a handshake region and using the transition interface element method. The multi-scale model of film was built based on MD-ISE-FE. The sequential coupling method was used to calculate, and then, the results of the FE and ISE region were applied to the MD region. The EAM potential was used to simulate. The results were the basically same with the other experimental and simulation results in the reference. It indicated that the multi-scale analysis method could be applied to calculate the thermodynamics properties of the interface structure at the Micro/nano scale.

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242-246

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November 2011

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Zengyuan Guo: Advances In Mechanics, vol. 30(2000), pp.3-6.

Google Scholar

[2] Chung-Ting Wang, Sheng-Rui Jian, Jason Shia-Ching Jang, Yi-Shao Lai, and Ping-Feng Yang:, Applied Surface Science, vol. 255(2008), pp.3240-3250.

Google Scholar

[3] Jun Chen, Yun Xu, Dong-quan Chen, and Jing-shan Sun: Applied Physics A, vol. 94(2009), pp.987-993.

Google Scholar

[4] Ping Yang, and Ningbo Liao: Composite Interfaces, vol. 15(2008), pp.561-575.

Google Scholar

[5] Ping Yang, and Ningbo Liao: Applied Physics A, materials science & processing, vol. 92(2008), pp.329-335.

Google Scholar

[6] Jie-cheng Ye, Shuang Shen, and Zhenan Tang: Journal of Dalian University of Technology, vol. 42(2002), pp.317-321.

Google Scholar

[7] Hua-wei Yin, Wei-jian Yi, and Yan Liu: Journal of Hunan University of Science & Technology(Natural Science Edition), vol. 21(2006), pp.41-46.

Google Scholar

[8] Qing Zhang, Zi-bin Zhou, and Jia-shou Zhuo: Chinese Journal of Computational Mechanics, vol. 11(2005), p.8–11.

Google Scholar

[9] R.A. Johnson: Physical review B, vol. 39(1989), pp.12554-12559.

Google Scholar

[10] Zhi-min Wu, and Xin-qiang Wang: vol. 23(2006), pp.222-226.

Google Scholar

[11] Gong-ping Li, and Mei-ling Zhang: Acta Physica Sinca., vol. 54(2005), pp.2874-2876.

Google Scholar

[12] Lukes J R, Liang X G, and Tien C L: In: Proceedings of the ASME Transfer Division, vol. 361(1998), pp.229-240.

Google Scholar