pcbi.1005862.g001.tif (211.16 kB)
A free-boundary model of a motile cell explains turning behavior - Fig 1
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posted on 2017-11-14, 18:47 authored by Masoud Nickaeen, Igor L. Novak, Stephanie Pulford, Aaron Rumack, Jamie Brandon, Boris M. Slepchenko, Alex MogilnerAsymptotically stable mechanical states (in all cases, α = 0.5): (a) a stationary state of ZS model, (v0, μtot) = (2.5, 0.125π); (b) unidirectional translation in ZV model, (v0, μtot) = (2.5, 2π); (c) rotations in ZS model, (v0, μtot) = (2.5, 0.75π). Pseudo-colors depict distributions of myosin; arrows are actin velocities; a red dashed line/curve shows the trajectory of a centroid.
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boundary counterscauses retractionconstant-strength viscous-like adhesionlamellipodial boundaryretraction shapescell boundarydimensionless parameter combinationsviscosity-adhesion lengthfree-boundary modelviscosity-adhesion lengthsmyosin-dependent contractilityactin protrusionmodel analysislamellipodial motilitymyosin transport equationsmyosin densitycentripetal actin flowmodel parameter spaceactin networkactin-myosin contractilitycontractionprotrusion causeActin protrusionmyosin redistributioncontractile mechanismfree-boundary modelsmotile cellmodels accountmotile behavior
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