相变
临界点(数学)
纳米孔
一级
直线(几何图形)
物理
相(物质)
化学物理
订单(交换)
凝聚态物理
过渡点
铁学
纳米技术
量子相变
材料科学
量子临界点
机械
量子力学
经济
几何学
数学
应用数学
财务
作者
Sungho Han,M. Y. Choi,Pradeep Kumar,H. Eugene Stanley
出处
期刊:Nature Physics
[Nature Portfolio]
日期:2010-07-04
卷期号:6 (9): 685-689
被引量:294
摘要
Phase transitions in water are normally classified as first or second order. But in confined quasi-one-dimensional films of water, simulations show that the solid–liquid transition can take place by means of a first-order transition or a continuous one without a distinction between solid and liquid. Bulk water has three phases: solid, liquid and vapour. In addition to undergoing a phase transition (of the first order) between them, liquid and vapour can deform continuously into each other without crossing a transition line—in other words, there is no intrinsic distinction between the two phases. Hence, the first-order line of the liquid–vapour phase transition should terminate at a critical point. In contrast, the first-order transition line between solid and liquid is believed to persist indefinitely without terminating at a critical point1. In recent years, however, it was reported that inside carbon nanotubes, freezing of water may occur continuously as well as discontinuously through a first-order phase transition2. Here we present simulation results for water in a quasi-two-dimensional hydrophobic nanopore slit, which are consistent with the idea that water may freeze by means of both first-order and continuous phase transitions. Our results lead us to hypothesize the existence of a connection point at which first-order and continuous transition lines meet3,4.
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