Buckling morphology of glassy nematic films with staggered director field

IF 4.5 2区 工程技术 Q1 MATHEMATICS, APPLIED
Shan Xia, Linghui He
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引用次数: 0

Abstract

The photo-induced buckling of axially periodic glassy nematic films with alternating stripped director domains is explored by the Föppl-von Kármán plate theory along with a modified kinetics approach. The effects of domain widths on the critical light intensity as well as the buckling morphology are examined numerically. It is found that in most cases the buckled film forms regularly aligned dimples and protrusions, but shows large scale bending perpendicular to the periodic axis if the widths of the stripes are nearly the same. In addition, change in light intensity is shown to alter the wavenumber of the buckling pattern. These results are expected helpful to the design of shape-shifting structures with glassy nematic films.

具有交错指向矢场的玻璃向列相薄膜的屈曲形态
利用Föppl-von Kármán板理论和改进的动力学方法,探讨了具有交替剥离指向矢畴的轴向周期性玻璃向列膜的光致屈曲。数值研究了畴宽对临界光强和屈曲形态的影响。研究发现,在大多数情况下,弯曲的薄膜形成规则排列的凹坑和突起,但如果条纹的宽度几乎相同,则显示出垂直于周期轴的大规模弯曲。此外,光强度的变化表明会改变屈曲模式的波数。这些结果有望对玻璃向列相薄膜的形状移动结构的设计有所帮助。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
6.70
自引率
9.10%
发文量
106
审稿时长
2.0 months
期刊介绍: Applied Mathematics and Mechanics is the English version of a journal on applied mathematics and mechanics published in the People''s Republic of China. Our Editorial Committee, headed by Professor Chien Weizang, Ph.D., President of Shanghai University, consists of scientists in the fields of applied mathematics and mechanics from all over China. Founded by Professor Chien Weizang in 1980, Applied Mathematics and Mechanics became a bimonthly in 1981 and then a monthly in 1985. It is a comprehensive journal presenting original research papers on mechanics, mathematical methods and modeling in mechanics as well as applied mathematics relevant to neoteric mechanics.
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