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arXiv 2106.09809cond-mat.mtrl-sciphysics.chem-phphysics.pop-ph
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三角形雪花:使用半球形冰晶晶格生长三重对称结构

Triangular Snowflakes: Growing Structures with Three-fold Symmetry using a Hexagonal Ice Crystal Lattice

Kenneth G. Libbrecht

摘要:

从水蒸气中生长出来的雪晶偶尔会表现出三重(三角)对称的形态,尽管冰晶晶格具有六重对称的分子结构。在极端的情况下,薄的片状雪晶可以长成类似简单等边三角形的多面形式。虽然远不如六方晶常见,但三角形雪晶在自然界和实验室研究中早已被观察到,它们的起源一直是一个持久的科学难题。在这篇论文中,我描述了如何在-14 ℃的空气中,在细长冰针的末端生长出高可靠性的板状三角结构。我进一步提出了一个物理模型,描述了这种结构如何自组装和发展,促进了边缘锐化不稳定性,在温度和水蒸气过饱和的特定组合打开。结果一般支持一个全面的模型的结构依赖的附着动力学在冰的生长,已被发现来解释许多的总体行为中看到的Nakaya图的雪晶形态。

英文摘要:

Snow crystals growing from water vapor occasionally exhibit morphologies with three-fold (trigonal) symmetry, even though the ice crystal lattice has a molecular structure with six-fold symmetry. In extreme cases, thin platelike snow crystals can grow into faceted forms that resemble simple equilateral triangles. Although far less common than hexagonal forms, trigonal snow crystals have long been observed both in nature and in laboratory studies, and their origin has been an enduring scientific puzzle. In this paper I describe how platelike trigonal structures can be grown on the ends of slender ice needles in air with high reliability at -14 C. I further suggest a physical model that describes how such structures can self-assemble and develop, facilitated by an edge-sharpening instability that turns on at a specific combination of temperature and water-vapor supersaturation. The results generally support a comprehensive model of structure-dependent attachment kinetics in ice growth that has been found to explain many of the overarching behaviors seen in the Nakaya diagram of snow crystal morphologies.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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