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A continuum model with microstructures for wave propagation in ultra-thin films

机译:具有超微结构的波传播的微结构连续模型

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摘要

Ultrasonic waves are powerful and popular methods for measuring mechanical properties of solids even at nanoscales. The extraction of material constants from the measured wave data requires the use of a model that can accurately describe the wave motion in the solid. The objective of this paper is to develop a continuum theory with microstructures that can capture the effect of the microstructure or nanostructure in ultra-thin films when waves of short wavelengths are used. This continuum theory is developed from assumed displacement fields for microstructures. Local kinematic variables are introduced to express these local displacements and are subjected to internal continuity conditions. The accuracy of the present theory is verified by comparing the results with those of the lattice model for the thin film. Specifically, dispersion curves for surface wave propagation and wave propagation in a thin film supported by an elastic homogeneous substrate are studied. The inadequacy of the conventional continuum theory is discussed. (c) 2006 Elsevier Ltd. All rights reserved.
机译:超声波是即使在纳米级也可以测量固体力学性能的强大且流行的方法。从测量的波数据中提取材料常数需要使用可以精确描述固体中波运动的模型。本文的目的是发展一种具有微观结构的连续理论,当使用短波长的波时,该理论可以捕获超薄膜中微观结构或纳米结构的影响。该连续体理论是从假定的微结构位移场发展而来的。引入局部运动学变量来表达这些局部位移,并经受内部连续性条件。通过将结果与薄膜晶格模型的结果进行比较,可以验证本理论的准确性。具体地,研究了在弹性均质衬底支撑的薄膜中表面波传播和波传播的色散曲线。讨论了传统连续论的不足之处。 (c)2006 Elsevier Ltd.保留所有权利。

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