2013
DOI: 10.1073/pnas.1217391110
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Anisotropic growth shapes intestinal tissues during embryogenesis

Abstract: Embryogenesis offers a real laboratory for pattern formation, buckling, and postbuckling induced by growth of soft tissues. Each part of our body is structured in multiple adjacent layers: the skin, the brain, and the interior of organs. Each layer has a complex biological composition presenting different elasticity. Generated during fetal life, these layers will experience growth and remodeling in the early postfertilization stages. Here, we focus on a herringbone pattern occurring in fetal intestinal tissues… Show more

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Cited by 142 publications
(83 citation statements)
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“…Understanding the unusual wrinkling modes at compressive strains well above the bifurcation strain such as period-doubling and folding is a challenging issue [5,11,16,34]. In this paper, we have studied the occurrence of a period-doubling mode in the plane strain compression of film/substrate bilayer systems.…”
Section: Discussionmentioning
confidence: 99%
“…Understanding the unusual wrinkling modes at compressive strains well above the bifurcation strain such as period-doubling and folding is a challenging issue [5,11,16,34]. In this paper, we have studied the occurrence of a period-doubling mode in the plane strain compression of film/substrate bilayer systems.…”
Section: Discussionmentioning
confidence: 99%
“…This will reflect the structure of the grey matter and its tendency to proliferate more in the direction parallel to the cranium. This growth anisotropy is not known experimentally but may have some consequences on final patterns at large strains, as shown for villi [8]. For the white matter, there is no reason to introduce such difference and we will choose an isotropic growth modeling, to limit the number of parameters.…”
Section: The Growth Modelmentioning
confidence: 99%
“…These hypotheses can appear rather restrictive to fully represent the biological complexity of growth during morphogenesis or embryogenesis, however a growing number of independent parameters obscures the wrinkling results, changing the threshold value for existence without always changing the physical reality. Here we mostly focus on the ratio between both shear moduli which is often smaller than one in biological systems [19,8,56] contrary to material sciences [66,36,65]. Capital letters (X,Y ) represent the cartesian coordinates of a point in the reference configuration, assumed free of stresses at initial time, and, small letters (x, y) are devoted to the current configuration, at time t. Both samples are assumed incompressible.…”
Section: The Modelmentioning
confidence: 99%
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