2011
DOI: 10.1073/pnas.1016616108
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Active multistage coarsening of actin networks driven by myosin motors

Abstract: In cells, many vital processes involve myosin-driven motility that actively remodels the actin cytoskeleton and changes cell shape. Here we study how the collective action of myosin motors organizes actin filaments into contractile structures in a simplified model system devoid of biochemical regulation. We show that this self-organization occurs through an active multistage coarsening process. First, motors form dense foci by moving along the actin network structure followed by coalescence. Then the foci accu… Show more

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Cited by 209 publications
(202 citation statements)
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References 57 publications
(94 reference statements)
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“…2 i and ii and Fig. 4, right bar), consistent with previous observations in bulk networks (22)(23)(24)(25)33). The striking finding is that actin-membrane anchoring governs the outcome of cortex contraction.…”
Section: Cortex Connectivity and Membrane Attachment Govern Contractionsupporting
confidence: 90%
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“…2 i and ii and Fig. 4, right bar), consistent with previous observations in bulk networks (22)(23)(24)(25)33). The striking finding is that actin-membrane anchoring governs the outcome of cortex contraction.…”
Section: Cortex Connectivity and Membrane Attachment Govern Contractionsupporting
confidence: 90%
“…Motors assemble into bipolar filaments of an approximate length of 0.7 μm containing around 100 myosins (24). Actin filaments that contain 1/400 of biotinylated actin monomers carry an average of one biotin link per micrometer and are strongly bound via streptavidin or neutravidin to biotinylated lipids of the liposome membrane.…”
Section: Resultsmentioning
confidence: 99%
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“…Consistent with prior computational models (25), this equation shows that the contractile stress σ a gives rise to either the buildup of a contractile tension σ (if clamped boundary conditions allow no strain) or a contractile strain rate σ a =ð2τ α EÞ proportional to α myo =τ myo [if free boundary conditions allow strain but not tension buildup (e.g., in the case of superprecipitation in vitro) (33)] or a combination of these. We then asked whether this simple rheological law for the actomyosin cortex could explain the behavior of cells in our microplate experiments (Fig.…”
Section: Resultssupporting
confidence: 69%
“…We find v t = 6:5 ± 1:5 nm/s in the 1D model and 4 nm/s for the 3D model, values that are in agreement with the literature value (18) of 4:3 ± 1:2 nm/s. From the 1D model, we also obtain the relaxation time of the cross-linked actomyosin network, τ α = 1;186 ± 258 s, consistent with elastic-like behavior for frequencies higher than 10 −3 Hz, the contractile characteristic time τ c = 521 ± 57 s, consistent with a 24-min completion of actin superprecipitation (33), and σ a S = ð2:0 ± 0:9Þ · 10 3 nN (SI Text, S3.6). These values fit both the plateau ðv = 0Þ force vs. stiffness experimental results ( Fig.…”
Section: Resultssupporting
confidence: 59%