Centre RAPSODEE, UMR CNRS 5302, Université de Toulouse, Ecole des Mines d'Albi, 81013 Albi Cedex 09, France.
Ultrason Sonochem. 2017 Mar;35(Pt A):518-524. doi: 10.1016/j.ultsonch.2016.09.013. Epub 2016 Sep 17.
The steady liquid flow observed under ultrasonic emitters generating acoustic cavitation can be successfully predicted by a standard turbulent flow calculation. The flow is driven by the classical averaged volumetric force density calculated from the acoustic field, but the inertial term in Navier-Stokes equations must be kept, and a turbulent solution must be sought. The acoustic field must be computed with a realistic model, properly accounting for dissipation by the cavitation bubbles [Louisnard, Ultrason. Sonochem., 19, (2012) 56-65]. Comparison with 20kHz experiments, involving the combination of acoustic streaming and a perpendicular forced flow in a duct, shows reasonably good agreement. Moreover, the persistence of the cavitation effects on the wall facing the emitter, in spite of the deflection of the streaming jet, is correctly reproduced by the model. It is also shown that predictions based either on linear acoustics with the correct turbulent solution, or with Louisnard's model with Eckart-Nyborg's theory yields unrealistic results.
在产生声空化的超声发射器下观察到的稳定液体流动可以通过标准的湍流计算成功预测。该流动由从声场计算出的经典平均体积力密度驱动,但必须保留纳维-斯托克斯方程中的惯性项,并寻求湍流解。必须使用现实的模型计算声场,适当考虑空化泡的耗散[Louisnard, Ultrason. Sonochem., 19, (2012) 56-65]。与涉及声流和管道中垂直强制流组合的 20kHz 实验的比较表明,结果相当吻合。此外,尽管射流射流发生了偏折,但模型正确再现了发射面对流空化效应对壁面的持续影响。还表明,基于具有正确湍流解的线性声学或基于 Louisnard 模型和 Eckart-Nyborg 理论的预测会产生不切实际的结果。