材料科学
波长
非线性系统
各向异性
振幅
复合材料
膜
基质(水族馆)
光学
光电子学
物理
地质学
遗传学
量子力学
生物
海洋学
作者
Zhenyu Huang,Wei Hong,Zhigang Suo
标识
DOI:10.1016/j.jmps.2005.03.007
摘要
Subject to a compressive membrane force, a film bonded to a compliant substrate often forms a pattern of wrinkles. This paper studies such wrinkles in a layered structure used in several recent experiments. The structure comprises a stiff film bonded to a compliant substrate, which in turn is bonded to a rigid support. Two types of analyses are performed. First, for sinusoidal wrinkles, by minimizing energy, we obtain the wavelength and the amplitude of the wrinkles for substrates of various moduli and thicknesses. Second, we develop a method to simultaneously evolve the two-dimensional pattern in the film and the three-dimensional elastic field in the substrate. The simulations show that the wrinkles can evolve into stripes, labyrinths, or herringbones, depending on the anisotropy of the membrane forces. Statistical averages of the amplitude and wavelength of wrinkles of various patterns correlate well with the analytical solution of the sinusoidal wrinkles.
科研通智能强力驱动
Strongly Powered by AbleSci AI