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Experimental and theoretical investigation on two types of density-wave oscillation in parallel twin narrow rectangular channels under forced circulation

机译:强迫循环下平行双窄矩形通道中两种密度波振荡的实验和理论研究

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Experimental and theoretical investigation on density-wave oscillation (DWO) was presented in this study. Experiment was performed on flow instability in parallel twin vertical rectangular channels under forced circulation. In the experiment, two types of DWOs were observed at different threshold condition. One type of DWOs occurred at low power with low exit quality, which was defined as Type I instability. The other type was observed at high power with high exit quality, which was defined as Type II instability. The effects of thermal parameters on two types of flow instability were investigated at pressure ranged from 3 to 8 MPa, mass velocity ranged from 200 to 500 kg/m(2)s, and inlet subcooling ranged from 40 to 140 degrees C. It was found that both types of DWOs were reduced by the increasing pressure and mass velocity, but the effects of inlet subcooling on Type I and Type II DWO were converse. Oscillation periods of Type I instability in this study were from 1.5 s to 2.5 s, and the period decreased with increasing mass velocity and decreasing inlet subcooling. Stability maps of Type I and Type II instabilities were also obtained, which showed that the unstable zones of Type I and Type II instabilities were discontinuous and the unstable zones of Type I instability were closer to liquid region. Finally, a new mathematical model of flow instability was developed, and the results of prediction for instability boundaries were obtained.
机译:本文对密度波振荡(DWO)进行了实验和理论研究。在强迫循环下,在平行双垂直矩形通道中进行了流动不稳定性的实验。在实验中,在不同的阈值条件下观察到两种类型的DWO。一种DWO在低功率下以低出口质量发生,这被定义为I型不稳定性。在高功率和高出口质量下观察到另一种类型,这被定义为II型不稳定性。在3至8 MPa的压力,200至500 kg / m(2)s的质量速度和40至140摄氏度的入口过冷范围内,研究了热参数对两种流动不稳定的影响。发现,随着压力和质量速度的增加,两种类型的DWO均降低,但是入口过冷对I型和II型DWO的影响却相反。在这项研究中,I型不稳定性的振荡周期为1.5 s至2.5 s,并且随着质量速度的增加和入口过冷度的降低,周期减小。还获得了I型和II型不稳定性的稳定性图,这表明I型和II型不稳定性的不稳定区域是不连续的,而I型不稳定性的不稳定区域更接近液体区域。最后,建立了一个新的流动失稳数学模型,并获得了失稳边界的预测结果。

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