基于微系统技术的纳米仪器接触区的热交换

Q3 Environmental Science
V. Antonyuk, I. I. Bondarenko, S. P. Vislouh, O. Voloshko, M. Bondarenko
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引用次数: 0

摘要

工作中对纳米仪器与微系统技术元件表面物理相互作用区域的物理过程和现象进行了理论研究。在此基础上,建立了纳米尺度物理接触区能量热交换的数学模型,并利用分离变量的傅里叶方法和Goodman积分法得到了模型的解析解。同时,考虑了纳米接触区各过程的能量分量。利用基于有限元法的软件对纳米物理接触区能量热交换数学模型进行了数值求解。根据等效热方案对计算结果进行了校核,以确认所得模型的充分性和准确性。从而阐明了纳米仪器与微系统技术器件元件表面能量相互作用的机理。结果表明,利用等效热电路方法评价纳米仪器与微系统技术元件表面能量相互作用的数学模型,并进一步研究纳米接触区热场分布,与其他数值和解析方法相比,具有足够的精度和计算速度。同时,确定了数学模型计算结果与等效热方案计算结果的差异不超过5- 8%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Heat Exchange in a Contact Zone of Nanoinstrumentation with Elements of the Microsystem Technology
Theoretical studies of physical processes and phenomena in the zone of physical interaction of nanoinstruments with the surfaces of elements of microsystem technology are carried out in work. Based on the conducted research, mathematical models of energy heat exchange in the zone of physical contact of nanometric dimensions were compiled, and their analytical solution was obtained using the Fourier method of separation of variables and Goodman’s integral method. Simultaneously, the energy components of the processes in the nanocontact zone were considered. The numerical solution of the mathematical model of energy heat exchange in the zone of physical nanocontact was carried out using a software application based on the finite element method. The results were checked according to the equivalent thermal scheme to confirm the adequacy and accuracy of the obtained models. As a result, the mechanisms of energetic interaction of the nanoinstrument with the surfaces of the elements of microsystem technology devices were clarified. It is shown that the use of the proposed method of equivalent thermal circuits for the evaluation of mathematical models of the energy interaction of nanoinstruments with the surfaces of microsystem technology device elements, as well as the further study of the distribution of thermal fields in the nanocontact zone, differs from other numerical and analytical methods in terms of sufficient accuracy and speed of calculations. At the same time, it was established that the discrepancy between the results of mathematical modeling and the results obtained according to the equivalent thermal scheme does not exceed 5-8 %.
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来源期刊
CiteScore
1.50
自引率
0.00%
发文量
56
审稿时长
8 weeks
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