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Engineering Design Methods for Cavitation Reactors II:Hydrodynamic Cavitation

机译:空化反应堆的工程设计方法II:水力空化

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The bubble behavior and hence the pressure generated at the collapse of the cavity for hydrodynamic cavitation depends on the operating conditions and geometry of the mechanical constriction generating cavitation.The effect of operating parameters such as inlet pressure through the system's orifice,initical cavity size,and the indirect effect of the hole diameter (it affects the frequency of turbulence in the vicinity of the orifice) on the bubble behavior was numerically studied.The bubble dynamics were simulated in two stages considering.Rayleigh-Plesset equaytion up to the pint of bubble wall velocity=1,50-00 m/s;then the compressibility of the medium using the equation of Tomita and Shima.An empirical correlation was developed to predict the collapse pressure generated as a fuction of just mentioned paramenters.The trends in the magnitudes of collapse pressure match the observed experimental trends for cavitation-induced reactions.The work is an extension of the earlier analysis done for the sonochemical reactors.Some recommendations are also suggested for the design of hydrodynamic cavitation reactors based on the simulations.
机译:气泡行为以及因此在腔体塌陷时因水力空化而产生的压力取决于运行条件和产生气穴的机械收缩的几何形状。工作参数的影响,例如通过系统孔口的入口压力,初始腔体尺寸和数值研究了孔径的间接影响(它影响孔口附近的湍流频率)对气泡行为的影响。考虑了两个阶段对气泡动力学进行了模拟.Rayleigh-Plesset方程直到气泡壁一品脱速度= 1,50-00 m / s;然后使用Tomita和Shima方程计算介质的可压缩性。建立了经验相关性,以预测作为上述参数的函数所产生的坍塌压力。坍塌压力与观察到的空化诱导反应的实验趋势相符。这项工作是对早期分析的扩展声化学反应堆还需要一些建议。在模拟的基础上,对水力空化反应堆的设计也提出了一些建议。

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