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A mathematical approach for oxygenation using micro bubbles. Application to the micro-oxygenation of wine

机译:使用微气泡充氧的数学方法。在葡萄酒的微氧化中的应用

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This work is the logical following of our previous work [Devatine, A., Chiciuc, I., Poupot, C., Mietton-Peuchot, M., 2007. Micro-oxygenation of wine in presence of dissolved carbon dioxide. Chemical Engineering Science 62, 4579-4588] about micro-oxygenation of wine, where, when dissolved carbon dioxide was present in the liquid phase, a surprising decrease in the value of the apparent k_La was pointed out. Only qualitative explanation was given, and no modelling was proposed. Here, we attempted to fill this gap, using very simple equations. Especially, the rising bubble velocity was assumed to follow the Stokes law, and no interaction between rising bubbles was considered. By making the necessary simplifications, analytical solutions to the set of equations are proposed and simple-to-use expressions for the oxygen transfer yield are established. From them, importance of the ratio "column height" to "diffuser pore diameter" is clearly seen. Comparison with our previous experimental results is also done and validates the prominent role of the "dilution effect" inside the bubble in respect to the observed decrease in the apparent k_La.
机译:这项工作是我们先前工作的逻辑顺应[Devatine,A.,Chiciuc,I.,Poupot,C.,Mietton-Peuchot,M.,2007。在溶解的二氧化碳存在下对葡萄酒进行微加氧。 [Chemical Engineering Science 62,4579-4588]涉及葡萄酒的微氧化,其中指出了当液相中存在溶解的二氧化碳时,表观k_La值显着下降。仅给出定性解释,没有提出建模。在这里,我们尝试使用非常简单的方程式填补这一空白。特别是,假设上升气泡的速度遵循斯托克斯定律,并且没有考虑上升气泡之间的相互作用。通过进行必要的简化,对方程组提出了解析解,并建立了氧气转移产率的易于使用的表达式。从它们中,可以清楚地看出“柱高”与“扩散器孔径”之比的重要性。还与我们之前的实验结果进行了比较,并验证了气泡内“稀释效应”相对于表观k_La下降的显着作用。

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