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Gravity‐induced density and concentration profiles in binary mixtures near gas–liquid critical lines

机译:气液临界线附近的二元混合物中重力诱导的密度和浓度曲线

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摘要

We have calculated gravity‐induced density and concentration gradients using scaled equations of state fashioned after that of Leung and Griffiths for binary mixtures near gas–liquid critical lines. The mixtures considered here are those of helium‐3 and helium‐4 and of carbon dioxide and ethane. Our calculations show that the density profiles for both mixtures in any proportion of the components are similar to those of pure fluids. The concentration gradients in the helium mixture have the same appearance as the density gradients. In the carbon dioxide–ethane system, however, the form of the concentration profile varies greatly, depending on the overall composition. Moreover, the temperature at which a mixture separates into two phases is slightly different from that expected for the mixture in the absence of gravity. We have also examined the case where a mixture is subjected to a large gravitational field such as can be generated in a centrifuge and found that, although the density gradient in all the mixtures is like that in pure fluids, the concentration gradients in the mixtures of carbon dioxide and ethane have complex features related to the presence of critical azeotropy.
机译:对于气-液临界线附近的二元混合物,我们使用按照Leung和Griffiths方法建立的比例缩放状态方程计算了重力诱发的密度和浓度梯度。这里考虑的混合物是氦3和氦4以及二氧化碳和乙烷的混合物。我们的计算表明,两种混合物在任何比例的组分中的密度分布都与纯流体相似。氦气混合物中的浓度梯度与密度梯度具有相同的外观。但是,在二氧化碳-乙烷系统中,浓度曲线的形式变化很大,具体取决于整体组成。此外,混合物分离成两相的温度与没有重力作用下混合物的预期温度略有不同。我们还研究了混合物受到大重力场(例如在离心机中可能产生的重力场)的情况,发现尽管所有混合物中的密度梯度都类似于纯流体中的密度梯度,但二氧化碳和乙烷具有与临界共沸有关的复杂特征。

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