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Experimental and theoretical studies on oscillation frequencies of liquid slugs in micro pulsating heat pipes

机译:微脉动热管中液弹振荡频率的实验和理论研究

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The purpose of this study is to experimentally examine the oscillation frequencies of liquid slugs in multi-turn micro pulsating heat pipes (MPHPs) and to perform a theoretical study for better understanding of the experimental results. A series of experiments on silicon-based MPHPs with different overall lengths of 40, 50, and 60 mm are performed at different heat inputs in a bottom-heating mode. Ethanol is used as a working fluid at a filling ratio of 55%. From a spectral analysis on flow visualization data, dominant frequencies of the MPHPs are identified for each experimental condition. To theoretically estimate the dominant frequencies, a 'non-adiabatic' vapor spring liquid mass model is proposed: The spring action of a vapor plug is linked not only to a volume variation but also to a mass variation of a non-adiabatic vapor plug via phase change processes. A distinguishing feature of this model is that it is capable of handling the mass variation of a vapor plug due to phase change processes. Based on the model, a set of parameters related to the oscillation frequency is explicitly determined: the number of turns, channel length, filling ratio, liquid density, vapor pressure and specific heat ratio. A closed-form correlation of the oscillation frequency is proposed and found to be accurate in predicting the experimental data to within 15%. It is also shown that the oscillation frequency is over-predicted by more than 100% of the experimental data when the spring-mass model is used without including the mass variation due to phase change processes.
机译:这项研究的目的是通过实验检查多匝微脉动热管(MPHP)中液团的振荡频率,并进行理论研究以更好地理解实验结果。在底部加热模式下,在不同的热量输入下,对总长度分别为40、50和60 mm的硅基MPHP进行了一系列实验。乙醇被用作工作流体,其填充率为55%。通过对流动可视化数据的频谱分析,可以确定每种实验条件下MPHP的主频。为了从理论上估计主导频率,提出了“非绝热”蒸气弹簧液体质量模型:蒸气塞的弹簧作用不仅与非绝热蒸气塞的体积变化有关,而且还通过相变过程。该模型的一个显着特征是它能够处理由于相变过程而引起的蒸汽塞质量变化。基于该模型,明确确定了与振荡频率相关的一组参数:匝数,通道长度,填充比,液体密度,蒸气压和比热比。提出了振荡频率的封闭形式的相关性,并发现在预测实验数据时精确到15%以内是准确的。还显示出,当使用弹簧质量模型时,由于不包括由于相变过程引起的质量变化,振荡频率被超过100%的实验数据过度预测。

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