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Published on: October 13, 2019
Slow stress propagation in adherent cells
Michael J Rosenbluth1, Ailey Crow, Joshua W Shaevitz
1Department of Bioengineering, University of California at Berkeley, Berkeley, California 94720, USA.
Biophysical Journal
|September 23, 2008
Summary
Cellular mechanical stress propagates slowly and depends on distance, influenced by the actin cytoskeleton. This finding challenges traditional models and supports poroelasticity in cell mechanics.
Area of Science:
- Cell Biology
- Biophysics
- Mechanobiology
Background:
- Cellular mechanical cues regulate critical behaviors like motility and differentiation.
- While local mechanosensors are known, understanding stress propagation across cells is crucial for spatial coordination.
- Previous models often fail to capture the full picture of cellular mechanical responses.
Purpose of the Study:
- To quantify the magnitude and timing of intracellular stress propagation within cells.
- To investigate how mechanical perturbations spread from a local point across the cell.
- To explore the underlying mechanisms and models governing this stress propagation.
Main Methods:
- Utilized atomic force microscopy (AFM) for local cell surface indentation.
- Employed particle tracking by defocused fluorescence microscopy to measure 3D displacements.
- Tracked integrin-bound fluorescent particles to monitor stress transmission.
Main Results:
- Observed immediate cellular response followed by slower equilibration of mechanical stress.
- Demonstrated that equilibration time increases with distance from the initial perturbation.
- Found that disrupting the actin cytoskeleton eliminates this distance-dependent equilibration.
- Experimental data aligns with poroelastic models, not traditional viscoelastic ones.
Conclusions:
- Mechanical stress propagates slowly and dissipatively across adherent cells in a distance-dependent manner.
- The actin cytoskeleton plays a critical role in this stress propagation mechanism.
- Poroelastic models provide a better framework for understanding cell mechanics under perturbation than traditional models.
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