二次混合物的二次尺度相场模型的利接口极限
V G Lebedev1,2, V E Ankudinov2, N V Kropotin3
1Udmurt Federal Research Center UB RAS, 426067 Izhevsk, Russia.
概括
本综述探讨了用于分析相位转换,特别是固化,的超模相位场模型. 它展示了将这些模型映射到利的接口极限,揭示了对非平衡效应的见解,例如固化期间的溶液捕获.
科学领域:
- 材料科学与工程 材料科学与工程
- 热力学和物理化学热力学和物理化学
- 计算材料科学科学 计算材料科学
背景情况:
- 阶段场方法为研究相位平衡和转换提供了分析灵活性和热力学一致性.
- 超模相场模型对于分析缓慢和快速相位转换至关重要.
- 了解固化过程,特别是在超稳定的液体和二元混合物中,对于材料设计至关重要.
研究的目的:
- 审查适用于缓慢和快速相变的超模相场模型.
- 为了分析分散接口的减少到利的接口使用转移稳定的液体的固化作为一个例子.
- 研究非平衡效应和扩散有限和无扩散固化之间的过渡.
主要方法:
- 对具有扩散接口的二进制混合物进行过多形相场模型的非对称分析.
- 将形相场模型映射到形的斯蒂芬问题在尖端接口极限.
- 使用常见的触点构造来分析非平衡现象.
主要成果:
- 在尖的接口条件下,可以准确地将超模相场模型映射到超模斯蒂芬问题.
- 使用这个框架,可以分析非平衡效应,例如溶液捕获.
- 在有限的接口速度下,从扩散有限到无扩散固化的完整过渡得到了阐明.
结论:
- 超模相场模型为分析复杂的固化现象,包括非平衡效应提供了强大的框架.
- 利的界面极限为理论和计算分析提供了有价值的简化.
- 这些发现与固化科学中的实验观测相一致,并为其提供理论依据.
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