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Modeling of cavitating flow induced by an ultrasonic horn above a solid target with a microhole

机译:具有微孔的固体靶上方超声变幅杆引起的空化流建模

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摘要

Ultrasonic cavitation may be involved in many manufacturing-related applications, such as ultrasonic cleaning, ultrasonic cavitation peening, and ultrasound-assisted water-confined laser micromachining (UWLM). However, the previous physics-based modeling work has been very limited for cavitating flow induced by an ultrasonic horn near a solid target with a microhole. Such modeling work is reported in this paper, where two-dimensional compressible fluid mechanics equations, together with an equation governing the vapor-volume fraction evolution, are solved numerically. The model prediction shows reasonable consistency with experimental results in the literature for cavitating flow induced by an ultrasonic horn in water relatively far from a solid wall. Then the model is used to study the cavitating flow induced by a horn placed near a solid wall with a microhole. Under the studied conditions, the model calculations show that the horn-induced peak pressure magnitude at the microhole center decreases as the hole becomes deeper. On the other hand, the horn-induced temporal peak pressure at the hole bottom surface is spatially relatively uniform in the r (radial) direction, while the peak pressure on a solid surface without the hole decreases quickly with r. However, the peak pressure induced on the hole sidewall is not spatially uniform, and the largest peak pressure on the sidewall occurs at the hole bottom. The model may help future fundamental research work on ultrasonic horn-induced cavitating flow near a solid wall with a microhole, and may also provide a useful guiding tool for related manufacturing applications. (C) 2018 Published by Elsevier Ltd on behalf of The Society of Manufacturing Engineers.
机译:超声空化可能涉及许多与制造相关的应用,例如超声清洗,超声空化喷丸和超声辅助水密激光微加工(UWLM)。但是,先前的基于物理学的建模工作对于空化由带有固体孔的实心目标附近的超声变幅杆引起的流动非常有限。本文报道了这种建模工作,其中对二维可压缩流体力学方程以及控制蒸气体积分数演化的方程进行了数值求解。模型预测结果与文献中的实验结果具有合理的一致性,该实验结果是使超声变幅杆在离固体壁相对较远的水中引起空化。然后使用该模型研究由放置在带有微孔的实心壁附近的角所引起的空化流。在所研究的条件下,模型计算表明,随着孔的变深,在微孔中心的角诱发的峰值压力幅度减小。另一方面,在孔底表面上的喇叭形引起的时间峰值压力在r(径向)方向上在空间上相对均匀,而没有孔的固体表面上的峰值压力随着r迅速减小。然而,在孔侧壁上引起的峰值压力在空间上是不均匀的,并且在侧壁上的最大峰值压力出现在孔底部。该模型可以帮助将来在具有微孔的实心壁附近对超声变幅杆诱导的空化流进行基础研究,并且还可以为相关的制造应用提供有用的指导工具。 (C)2018年由Elsevier Ltd代表制造工程师协会出版。

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