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Surface Tension Estimation of Binary System of Several Organic Liquids

机译:几种有机液体二元体系的表面张力估计

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One of the most striking demonstrations of the intermolecular forces is the tension at the surface of a liquid. Recently, a new expression for the surface tension prediction of a binary liquid system. Using the proposed equation, surface tensions are predicted within an overall 2.5 AAD%, which is better than the other available prediction methods. Surface tension is caused by the attraction between the molecules of the liquid by various intermolecular forces. In the bulk of the liquid each molecule is pulled equally in all directions by neighboring liquid molecules, resulting in a net force of zero. At the surface of the liquid, the molecules are pulled inwards by other molecules deeper inside the liquid but they are not attracted as intensely by the molecules in the neighboring medium (whether vacuum, air, or another liquid). Therefore, all of the molecules at the surface are subject to an inward force of molecular attraction that can be balanced only by the resistance of the liquid to compression. Thus, the liquid squeezes itself together until it has the locally lowest surface area possible. Another way to think about it is that a molecule in contact with a neighbor is in a lower state of energy than if it were not in contact with a neighbor. The interior molecules all have as many neighbors as they can possibly have, but the boundary molecules have fewer neighbors than interior molecules and are therefore in a higher state of energy. For the liquid to minimize its energy state, it must minimize its number of boundary molecules and therefore minimize its surface area (Adamson and Gast, 1997).
机译:分子间力最显着的证明之一是液体表面的张力。最近,一种用于预测二元液体系统表面张力的新表达式。使用提出的方程式,可以在2.5 AAD%的整体范围内预测表面张力,这比其他可用的预测方法要好。表面张力是由各种分子间力在液体分子之间的吸引力引起的。在大部分液体中,每个分子被相邻的液体分子在所有方向上均等地拉动,导致净力为零。在液体表面,分子被液体内部更深处的其他分子向内拉,但它们并没有被相邻介质(无论是真空,空气还是另一种液体)中的分子强烈吸引。因此,表面上的所有分子都受到分子吸引的向内力,该向内力只能通过液体的抗压性来平衡。因此,液体将自身挤压在一起,直到其具有尽可能小的局部表面积。另一种思考的方式是,与不与邻居接触的分子比不与邻居接触的分子处于较低的能量状态。内部分子都具有尽可能多的邻居,但是边界分子的邻居少于内部分子,因此处于较高的能量状态。为了使液体最小化其能量状态,它必须最小化其边界分子的数量,从而最小化其表面积(Adamson和Gast,1997)。

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