A curvature-penalized variational model shows that homeostatic stress in growing tissue emerges from minimizing geometric incompatibility, and yields a maximum-size bound for positively curved spheroids.
Growth and remodelling of living tissues: perspectives, challenges and opportunities
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The geometric nature of homeostatic stress in biological growth
A curvature-penalized variational model shows that homeostatic stress in growing tissue emerges from minimizing geometric incompatibility, and yields a maximum-size bound for positively curved spheroids.