2018
DOI: 10.1016/j.ijheatmasstransfer.2018.02.078
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Mechanistic model to predict frequency and amplitude of Density Wave Oscillations in vertical upflow boiling

Abstract: Modeling of two-phase flow transient behavior and instabilities has traditionally been one of the more challenging endeavors in heat transfer research due to the need to distinguish between a wide range of instability modes systems can manifest depending on differences in operating conditions, as well as the difficulty in experimentally determining key characteristics of these phenomena. This study presents a new mechanistic model for Density Wave Oscillations (DWOs) in vertical upflow boiling using conclusion… Show more

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Cited by 23 publications
(8 citation statements)
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“…Great care was taken in isolating physical, dynamic behavior due to DWOs from mechanically-induced oscillatory behavior through careful analysis of transient pressure signals and corresponding fast Fourier transforms, and conclusions from these works provided a starting point from which the present analysis was begun. It should also be noted that this work is the companion study to another [88] presenting a new analytic model for predicting frequency and amplitude of DWOs in vertical upflow boiling.…”
Section: )mentioning
confidence: 99%
“…Great care was taken in isolating physical, dynamic behavior due to DWOs from mechanically-induced oscillatory behavior through careful analysis of transient pressure signals and corresponding fast Fourier transforms, and conclusions from these works provided a starting point from which the present analysis was begun. It should also be noted that this work is the companion study to another [88] presenting a new analytic model for predicting frequency and amplitude of DWOs in vertical upflow boiling.…”
Section: )mentioning
confidence: 99%
“…Vertical upflow once again exhibits the most dynamic (meaning large frequencies and amplitudes of oscillation) behavior, but the lack of trends for each plot indicates factors governing frequency of oscillation are independent from those determining amplitude. This is an important conclusion, as it indicates fundamentally different instability mode from that recently analyzed for flow boiling [81][82][83][84].…”
Section: Impact Of Oscillatory Modesmentioning
confidence: 43%
“…The present study deals with the condensation portion of FBCE and aims to augment prior work dealing with computational pre-diction of flow condensation [75,76], experimental and analytic assessment of the impact of body force on flow condensation heat transfer coefficient [77,78], and correlation of pressure drop and heat transfer for condensing flows using a large database from available literature [79,80]. This work also serves as a companion piece to a series of recent studies by the present authors investigating transient behavior and instabilities in flow boiling through a single rectangular mini-channel [81][82][83][84].…”
Section: Objectives Of Studymentioning
confidence: 97%
“…Around the PB region, the highly nonlinear coupling between pressure, temperature and density (thermodynamic nonlinearity) has been proposed by Herring & Heister (2006) as the reason for undesired effects such as thermoacoustic instabilities in high-pressure combustion chambers (Casiano, Hulka & Yang 2010;Poinsot & Veynante 2011) or bulk-mode oscillations in pressurized fuel heat exchangers (Hines & Wolf 1962;Faith, Ackerman & Henderson 1971;Linne et al 1997;Hitch & Karpuk 1998;Herring 2007;Palumbo 2009;Hunt & Heister 2014;Wang et al 2015;Hunt 2016), often leading to catastrophic hardware failure. These phenomena are similar to the multiphase instabilities called density wave oscillations (O'Neill & Mudawar 2018). The regions of the phase space considered in the literature are shown in figure 1.…”
Section: Introductionmentioning
confidence: 60%