Bulletin of the American Physical Society
APS March Meeting 2020
Volume 65, Number 1
Monday–Friday, March 2–6, 2020; Denver, Colorado
Session P30: Soft Mechanics via Geometry III
2:30 PM–5:30 PM,
Wednesday, March 4, 2020
Room: 502
Sponsoring
Units:
DSOFT DPOLY
Chair: Michael Czajkowski, Georgia Inst of Tech
Abstract: P30.00002 : Geometrically-frustrated wrinkle patterns 2: cascades versus defects*
Presenter:
Meng Xin
(Univ of Mass - Amherst)
Authors:
Meng Xin
(Univ of Mass - Amherst)
Doireann O'Kiely
(University of Oxford)
Benjamin Davidovitch
(Univ of Mass - Amherst)
Dominic Vella
(University of Oxford)
elastic sheets, appearing when a array of uniformly-spaced wrinkled is incom-
patible with a confining topography, boundary conditions, or gradients in the
sheet’s thickness or the stiffness of a supporting substrate. Inspired by a recent
experimental study (J. Schleifer et al. Soft Matter 15 1405 (2019)), we employ
numerical simulations to study the wrinkle patterns in a uniaxially-compressed
sheet, floating on a liquid bath whose density in non-uniform, implying a gra-
dient in the locally-favored value of the wrinkle wavelength in the direction
orthogonal to the axis of compression. This simple model enables a systematic
study of the basic mechanisms through which the wrinkle density and wave-
length vary in space. Exploring the parameter regimes that correspond to weak
and strong gradient of the liquid density, we show that the meso-scale features
of the pattern may be determined by distinct physical mechanisms that involve
cascade-like structures and localized defects
*NSF DMR 1822439
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