2021
DOI: 10.1016/j.jlp.2020.104354
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A combined fluid-dynamic and thermodynamic model to predict the onset of rapid phase transitions in LNG spills

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Cited by 9 publications
(8 citation statements)
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“…Calculation of pressure losses in the section of a two-phase LNG flow using the formulas for a single-phase flow leads to significantly underestimated results [12], [17]. In engineering practice, to calculate two-phase flows, simplified methods are usually used that are not related to the consideration of specific flow regimes: a model with phase slip (Lockhart-Martinelli correlation) and a homogeneous model [14], [20] to [21]. When calculating a two-phase flow according to the model with phase slip, pressure losses in a turbulent flow regime are determined by the equation [14]:…”
Section: Resultsmentioning
confidence: 99%
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“…Calculation of pressure losses in the section of a two-phase LNG flow using the formulas for a single-phase flow leads to significantly underestimated results [12], [17]. In engineering practice, to calculate two-phase flows, simplified methods are usually used that are not related to the consideration of specific flow regimes: a model with phase slip (Lockhart-Martinelli correlation) and a homogeneous model [14], [20] to [21]. When calculating a two-phase flow according to the model with phase slip, pressure losses in a turbulent flow regime are determined by the equation [14]:…”
Section: Resultsmentioning
confidence: 99%
“…At low steam contents of the flow and high mass velocities, the homogeneous model has the greatest agreement with the experimental data. The essence of the model is that a two-phase flow is considered as a single-phase flow, in which the specific volume in each section of such a flow is related to the mass vapor content and the specific volume of each of the phases [20] to [21]:…”
Section: Figure 7: the Ratio Between фд(х) и фј(х) At Turbulent Flow ...mentioning
confidence: 99%
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“…This maximum radius and a steady state is reached after some tens of seconds [39]. There will be some density dependence in how fast this steady state is reached.…”
Section: Spreading Of Cryogens On Watermentioning
confidence: 95%
“…The heat of evaporation for LNG is then very close to that of methane. A detailed description of how to treat evaporation of mixtures is given by Lervåg et al [39]. The expression can be translated to an expression for the liquid-height reduction rate (volume reduction rate per unit area), ḣl evap = ṁl evap /ρ l , where ρ l is the density of the liquid.…”
Section: Heat Flux and Evaporationmentioning
confidence: 99%