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Influence of Elastic Parameters on The Evolution of Elasticity Modulus of Thin Films

机译:弹性参数对薄膜弹性模量的演化的影响

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In recent years, it appears many structures in the form of thin films or multilayers, used as coatings for surface protection, or to provide materials with new properties different from those of substrates. These properties are the subject of a growing number of studies in order to produce Nano or micro structures with different degrees of quality, and cost as well as the manufacture of thin film properties more functional and more controllable. As the thicknesses are close to micrometric or nanometric scales, the modulus of elasticity are difficult to measure and experimental results are rarely published in the literature. In this context, we propose an analytical qualitative methodology to describe the influence of acoustic parameters of thin films on the evolution of elastic moduli the most used. This method is based on the determination of the acoustic signature V(z) of several thin layers deposited on different substrates, as well the information on the propagation velocity of ultrasonic waves are obtained. Thus, the dispersion curves representing the variation of the modulus of elasticity (Young and the shear), were determined. We have noticed that, according to the type of substrate (light, medium or heavy), we observed the appearance of some anomalies in curves that are generally associated with changes in the acoustic properties of each of the examined layers. We have shown that these anomalies are mainly due to the effect loading, and represent one of the fundamental parameters determining the appearance or disappearance of a phenomenon and represent one of the basic parameters determining the appearance or disappearance of phenomena. Finally, we determine the Poisson ratio of thin films in order to calculate other elastic parameters such as the compressor modulus.
机译:近年来,薄膜或多层的形式出现了许多结构,用作表面保护涂层,或者提供具有与基材不同的新特性的材料。这些特性是越来越多的研究的主题,以生产具有不同质量的纳米或微结构,以及成本以及薄膜特性的制造更常用,更可控的制造。随着厚度接近微米或纳米尺度,弹性模量难以测量,并且在文献中很少公布实验结果。在这种情况下,我们提出了一种分析定性方法来描述薄膜声学参数对最常用的弹性模量的进化的影响。该方法基于确定沉积在不同基板上的几个薄层的声学特征V(Z)的确定,同时获得了关于超声波传播速度的信息。因此,确定表示弹性模量(幼小和剪切)的变化的分散曲线。我们注意到,根据基板(光,中或重)的类型,我们观察到曲线中的一些异常的外观通常与每个被检查层的声学特性的变化相关联。我们已经表明,这些异常主要是由于效果负载,并且代表了确定现象的外观或消失的基本参数之一,并代表确定现象的外观或消失的基本参数之一。最后,我们确定薄膜的泊松比以计算其他弹性参数,例如压缩机模量。

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