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Elastodynamic response of layers of spherical particles in hexagonal and square periodic arrangements

机译:六边形和正方形周期排列的球形颗粒层的弹性动力学响应

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The effect of particle arrangement on the transmission and reflection of ultrasonic longitudinal waves through a single layer of spherical inclusions is studied. Specimens were manufactured, each consisting of a layer of glass spheres embedded in a polyester matrix arranged in either a square periodic, hexagonal periodic, or random array, with projected layer area fractions ranging from 0.14 to near close-packed. The transmission and reflection coefficient spectra of a normally--incident plane longitudinal wave were measured over a range of wavelengths that are large. equal, and small compared to the two characteristic lengths of the composites. namely. the particle radius and, in the case of the periodic composites, the unit cell dimension. Periodic spectra are characterized by extrema, which are attributed to lattice resonance. Spectra from specimens with random layers of equal area fraction do not exhibit any extrema. Measured resonance frequencies, which may be accurately predicted for low to midrange area factions using the concept of the reciprocal lattice, are different for square and hexagonal lattice structures of similar area fraction and identical unit cel1 dimension.
机译:研究了颗粒排列对超声波纵波通过单层球形夹杂物的透射和反射的影响。制备样品,每个样品由嵌入聚酯基质中的一层玻璃球组成,该聚酯基质以正方形,六边形或无规排列排列,投影层面积分数范围从0.14到接近堆积。在大波长范围内测量了垂直入射平面纵波的透射和反射系数光谱。等于和小于复合材料的两个特征长度。即。粒子半径,如果是周期性复合材料,则是晶胞尺寸。周期性光谱的特征在于极值,这归因于晶格共振。具有相等面积分数的随机层的标本的光谱没有任何极值。可以使用倒易晶格的概念准确预测低到中距离区域派生的共振频率,对于相似的面积分数和相同单位cel1尺寸的正方形和六角形晶格结构,它们是不同的。

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