about
The forces behind cell movementA mechanistic model of the actin cycle.In silico reconstitution of Listeria propulsion exhibits nano-saltationMathematical modeling of eukaryotic cell migration: insights beyond experimentsEmergent complexity of the cytoskeleton: from single filaments to tissueFrom Physics to Pharmacology?Large-scale quantitative analysis of sources of variation in the actin polymerization-based movement of Listeria monocytogenes.Energetics and dynamics of constrained actin filament bundlingSelf-organization of actin filament orientation in the dendritic-nucleation/array-treadmilling model.A kinematic description of the trajectories of Listeria monocytogenes propelled by actin comet tails.Performance of a population of independent filaments in lamellipodial protrusion.Growing actin networks form lamellipodium and lamellum by self-assembly.Forces generated during actin-based propulsion: a direct measurement by micromanipulationComparison of the force exerted by hippocampal and DRG growth cones.Biophysically realistic filament bending dynamics in agent-based biological simulation.Biophysical parameters influence actin-based movement, trajectory, and initiation in a cell-free systemForce generation in lamellipodia is a probabilistic process with fast growth and retraction events.Mechano-chemical feedbacks regulate actin mesh growth in lamellipodial protrusions.Effects of molecular-scale processes on observable growth properties of actin networks.Keratocyte lamellipodial protrusion is characterized by a concave force-velocity relation.Mechanisms controlling cell size and shape during isotropic cell spreadingA microscopic formulation for the actin-driven motion of listeria in curved paths.Signaling network triggers and membrane physical properties control the actin cytoskeleton-driven isotropic phase of cell spreading.The formation of actin waves during regeneration after axonal lesion is enhanced by BDNFForce generation by actin polymerization II: the elastic ratchet and tethered filamentsGrowth velocities of branched actin networksActin dynamics: from nanoscale to microscale.Mechanism of actin-based motility: a dynamic state diagram.Morphology of the lamellipodium and organization of actin filaments at the leading edge of crawling cells.Mechanics and dynamics of actin-driven thin membrane protrusions.Power transduction of actin filaments ratcheting in vitro against a load.Mechanisms of Cell Propulsion by Active StressesATP hydrolysis on actin-related protein 2/3 complex causes debranching of dendritic actin arrays.Feedback mechanisms in a mechanical model of cell polarizationPhosphoinositides and Rho proteins spatially regulate actin polymerization to initiate and maintain directed movement in a one-dimensional model of a motile cellA biomimetic motility assay provides insight into the mechanism of actin-based motilityHow VASP enhances actin-based motilityHow capping protein enhances actin filament growth and nucleation on biomimetic beadsThe stochastic dynamics of filopodial growth.Branching and capping determine the force-velocity relationships of branching actin networks.
P2860
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P2860
description
2001 nî lūn-bûn
@nan
2001 թուականի Հոկտեմբերին հրատարակուած գիտական յօդուած
@hyw
2001 թվականի հոտեմբերին հրատարակված գիտական հոդված
@hy
2001年の論文
@ja
2001年論文
@yue
2001年論文
@zh-hant
2001年論文
@zh-hk
2001年論文
@zh-mo
2001年論文
@zh-tw
2001年论文
@wuu
name
Growth of branched actin networks against obstacles
@ast
Growth of branched actin networks against obstacles
@en
Growth of branched actin networks against obstacles
@nl
type
label
Growth of branched actin networks against obstacles
@ast
Growth of branched actin networks against obstacles
@en
Growth of branched actin networks against obstacles
@nl
prefLabel
Growth of branched actin networks against obstacles
@ast
Growth of branched actin networks against obstacles
@en
Growth of branched actin networks against obstacles
@nl
P2860
P1433
P1476
Growth of branched actin networks against obstacles
@en
P2093
A E Carlsson
P2860
P304
P356
10.1016/S0006-3495(01)75842-0
P407
P577
2001-10-01T00:00:00Z