Cell strain-stiffening drives cell breakout from embedded spheroids
Shabeeb Ameen, Kyungeun Kim, Ligesh Theeyancheri, Minh Thanh, Mingming Wu, Alison E. Patteson, J. M. Schwarz, Tao Zhang

TL;DR
This paper develops a 3D mechanical model linking cell-generated stress, strain stiffening, and adhesion dynamics to explain how cells escape from embedded spheroids, revealing distinct invasion pathways.
Contribution
It introduces a coupled 3D vertex model with stress quantification and strain stiffening, providing new insights into mechanical pathways of spheroid invasion.
Findings
Solid-like spheroids have broader stress distributions and gradients.
Strain stiffening enables boundary cells to generate forces for matrix remodeling.
Reduced and anisotropic adhesion facilitate cell breakout and invasion.
Abstract
Understanding how cells escape from embedded spheroids requires a mechanical framework linking stress generation within cells, across cells, and between cells and the surrounding extracellular matrix (ECM). We develop such a framework by coupling a 3D vertex model of a spheroid to a fibrous ECM network and deriving a 3D Cauchy stress tensor for deformable polyhedral cells, enabling direct cell-level stress quantification in three dimensions. We analyze maximum shear stress in solid-like and fluid-like spheroids: solid-like spheroids exhibit broader stress distributions and radial stress gradients, while fluid-like spheroids show lower stresses with weak spatial organization. Cell shape anisotropy is not generically aligned with principal stress directions, indicating that morphology alone is an unreliable proxy for mechanical state. We further demonstrate strain stiffening at the…
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Taxonomy
TopicsCellular Mechanics and Interactions · Advanced Materials and Mechanics · Mathematical Biology Tumor Growth
