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Modeling of Microdevices for SAW-Based Acoustophoresis ?¢???? A Study of Boundary Conditions

机译:基于声表面波声波电泳的微器件建模边界条件研究

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We present a ?ˉ????nite-element method modeling of acoustophoretic devices consisting of a single, long, straight, water-?ˉ????lled microchannel surrounded by an elastic wall of either borosilicate glass (pyrex) or the elastomer polydimethylsiloxane (PDMS) and placed on top of a piezoelectric transducer that actuates the device by surface acoustic waves (SAW). We compare the resulting acoustic ?ˉ????elds in these full solid-?ˉ????uid models with those obtained in reduced ?ˉ????uid models comprising of only a water domain with simpli?ˉ????ed, approximate boundary conditions representing the surrounding solids. The reduced models are found to only approximate the acoustically hard pyrex systems to a limited degree for large wall thicknesses and but not very well for acoustically soft PDMS systems shorter than the PDMS damping length of 3 mm.
机译:我们提出了一种由单个,长,直,水填充微通道组成的声光器件的有限元方法模型,该微通道被硼硅酸盐玻璃(pyrex)或玻璃的弹性壁包围。弹性体聚二甲基硅氧烷(PDMS),并放置在压电传感器的顶部,该压电传感器通过表面声波(SAW)来驱动设备。我们将在这些全固态流体模型中得到的声场与在仅包含水域且简化的流体模型中的简化流体模型中获得的声场进行比较。 ed,代表周围固体的近似边界条件。对于大壁厚而言,简化模型仅能在一定程度上近似于声学上较硬的派热克斯系统,而对于小于3 mm PDMS阻尼长度的声学上较软的PDMS系统,效果并不理想。

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