ArticleJournal of biological engineering2019
Jamming state transition and collective cell migration.
Article in Journal of biological engineering, 2019. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 9 papers.
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Who cites it
9 citing papers in PubMed.
- Article
- Unjamming Transition as a Paradigm for Biomechanical Control of Cancer Metastasis.Cytoskeleton (Hoboken, N.J.) · 2025Review
- Internal cohesion gradient as a novel mechanism of collective cell migration.PLoS computational biology · 2025Article
- Regulation of epithelial cell jamming transition by cytoskeleton and cell-cell interactions.Biophysics reviews · 2024Review
- The motor-clutch model in mechanobiology and mechanomedicine.Mechanobiology in medicine · 2024Review
- Active wetting of epithelial tissues: modeling considerations.European biophysics journal : EBJ · 2023Review
- Marangoni effect and cell spreading.European biophysics journal : EBJ · 2022Review
- Mechanical waves caused by collective cell migration: generation.European biophysics journal : EBJ · 2022Review
- Multiscale nature of cell rearrangement caused by collective cell migration.European biophysics journal : EBJ · 2021Review
Corrections and comments
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Authors and funding
2 authors.
Funding
No grant is acknowledged in the PubMed record.
Abstract
Jamming state transition has been used in literature to describe migrating-to-resting cell state transition during collective cell migration without proper rheological confirmation. Yield stress often has been used as an indicator of a jamming state. Yield stress points to the liquid-to-solid state transition, but not a priori to jamming state transition. Various solid states such as elastic solid and viscoelastic solids can be considered in the context of their ability to relax. The relaxation time for (1) an elastic solid tends to zero, (2) Kelvin-Voigt viscoelastic solid is finite, and (3) jamming state tends to infinity. In order to clarify the meaning of jamming state from the rheological standpoint we formulated the constitutive model of this state based on following conditions (1) migration of the system constituents is much damped such that the diffusion coefficient tends to zero, (2) relaxation time tends to infinity, (3) storage and loss moduli satisfy the condition
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