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首页> 外文期刊>International Journal of Thermal Sciences >Interaction of density wave oscillations and flow maldistribution for two-phase flow boiling parallel channels
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Interaction of density wave oscillations and flow maldistribution for two-phase flow boiling parallel channels

机译:密度波振荡的相互作用和流量沸腾的两相流沸腾平行通道的分布

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Density wave oscillations (DWO) and flow maldistribution (FMD) are two important instabilities among others in two-phase flow boiling systems. As both the phenomena can lead to undesirable consequences such as channel burnout, the design intent is to avoid the same. DWO is caused by the interaction between single-phase and two-phase region as perturbation propagates slowly in the later region. Whereas in case of FMD, it leads to one channel receiving higher flowrate and other channel receiving lower flowrate for a twin parallel channels system under forced flow condition. Thus, channels subjected to similar thermal hydraulic and geometric condition receive non-identical flowrate. Bifurcation analysis is used to identify DWO and FMD instabilities in this work. DWO is identified by Hopf bifurcation, thus Hopf curve which constitutes Hopf bifurcations represents the DWO boundary. FMD has been observed earlier through numerical simulation but the region which depicts the same in a parametric space has not been demarcated in previous studies. In this work, FMD is identified by a pitchfork bifurcation. This leads to straight-forward identification of FMD boundary as a pitchfork curve. A combined analysis of multiple instabilities using a single stability map can demarcate regions with the dominance of particular instability. It can thus provide a better perspective for system design and system instabilities in terms of suitable operating region selection. A stability map which can capture and demarcate both the phenomena simultaneously i.e, DWO and FMD in a parametric space is the interest of present work. The boundary of DWO and FMD splits the parametric space into three distinct regions. These are DWO region, a region of symmetrical stable solutions and FMD region which contains non-identical (asymmetric) stable solutions. This breakdown of symmetry of the system is observed by non-identical flowrate in the channels. In some cases, boundary depicting DWO and FMD intersects. Hence, a fourth region is also observed which possess the characteristics of both the instabilities. The stability map shows the transition between these regions.
机译:密度波振荡(DWO)和流量恶性分布(FMD)是两相流沸腾系统中的两个重要不稳定性。由于这两种现象都可以导致诸如信道倦怠等不期望的后果,设计意图是避免相同的。 DWO是由单相和两相区域之间的相互作用引起的,因为扰动在后来区域缓慢传播。然而,在FMD的情况下,它导致一个通道接收更高的流量和其他信道接收在强制流动条件下为双平行通道系统接收下流量的通道。因此,经受类似的热液压和几何状况的通道接收非相同的流量。分叉分析用于在这项工作中识别DWO和FMD稳定性。 DWO由HOPF分叉识别,因此构成HOPF分叉的HOPF曲线表示DWO边界。通过数值模拟前面观察到FMD,但是在参数空间中描绘的区域尚未在以前的研究中划分。在这项工作中,FMD通过干草叉分叉确定。这导致FMD边界的直接识别为干草曲线。使用单个稳定性图的多种不稳定性的组合分析可以用特定不稳定性的主导地位划分区域。因此,在合适的操作区域选择方面,它可以为系统设计和系统稳定性提供更好的视角。可以同时捕获和划分现象的稳定性地图,即参数空间中的DWO和FMD是当前工作的兴趣。 DWO和FMD的边界将参数空间分成三个不同的区域。这些是DWO区域,一个对称稳定溶液和FMD区域的区域,其含有非相同(不对称)稳定的解决方案。通过信道中的非相同流量观察系统对称性的这种对称性分解。在某些情况下,描绘DWO和FMD的边界相交。因此,还观察到第四区域,其具有稳定性的特征。稳定性图显示了这些区域之间的过渡。

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