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通过X射线衍射测定纤维织构薄膜的弹性常数。

Elastic constants of fibre-textured thin films determined by X-ray diffraction.

作者信息

Martinschitz K J, Daniel R, Mitterer C, Keckes J

出版信息

J Appl Crystallogr. 2009 Jun 1;42(Pt 3):416-428. doi: 10.1107/S0021889809011807. Epub 2009 May 2.

Abstract

A new methodology is presented that allows the rapid determination of elastic constants of cubic fibre-textured thin films by X-ray diffraction. The theoretical concept is developed and tested on calculated examples of Cu and CrN films. The mechanical elastic constants are extrapolated from X-ray elastic constants by taking into consideration crystal and macroscopic elastic anisotropy. The derived algorithm enables the determination of a reflection and the corresponding value of the X-ray anisotropic factor Γ for which the X-ray elastic constants are equal to their mechanical counterparts in the case of fibre-textured cubic polycrystalline aggregates. The approach is independent of the crystal elastic anisotropy and depends on the fibre-texture type, the texture sharpness, the number of randomly oriented crystallites and the supposed grain-interaction model. In the experimental part, out-of-plane Young's moduli of 111 and 311 fibre-textured Cu and CrN thin films deposited on monocrystalline Si(100) substrates are determined. The moduli are extrapolated from thin-film experimental X-ray elastic constants that are determined by a combination of X-ray diffraction substrate curvature and sin(2)ψ methods. For the calculation, the film macroscopic elastic anisotropy (texture) is considered. The advantage of the new technique lies in the fact that experimental moduli are determined nondestructively, using a static diffraction experiment, and represent volume-averaged quantities.

摘要

本文提出了一种新方法,可通过X射线衍射快速测定立方织构薄膜的弹性常数。该理论概念在Cu和CrN薄膜的计算示例上得到了发展和验证。通过考虑晶体和宏观弹性各向异性,从X射线弹性常数推断出机械弹性常数。所推导的算法能够确定一个反射以及相应的X射线各向异性因子Γ的值,对于纤维织构的立方多晶聚集体,在该值下X射线弹性常数等于其机械对应值。该方法与晶体弹性各向异性无关,取决于纤维织构类型、织构锐度、随机取向微晶的数量以及假定的晶粒相互作用模型。在实验部分,测定了沉积在单晶硅(100)衬底上的111和311纤维织构Cu和CrN薄膜的面外杨氏模量。这些模量是从薄膜实验X射线弹性常数推断出来的,该常数是通过X射线衍射衬底曲率和sin(2)ψ方法的组合来确定的。在计算过程中,考虑了薄膜的宏观弹性各向异性(织构)。新技术的优点在于,使用静态衍射实验无损地测定实验模量,并且这些模量代表体积平均量。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/93bf/3246820/d449df21cdee/j-42-00416-fig1.jpg

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