4.6 Article

Triggered disassembly and reassembly of actin networks induces rigidity phase transitions

Journal

SOFT MATTER
Volume 15, Issue 6, Pages 1335-1344

Publisher

ROYAL SOC CHEMISTRY
DOI: 10.1039/c8sm01912f

Keywords

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Funding

  1. NSF CAREER Award [1255446]
  2. Research Corporation
  3. Cottrell College Science Award from Research Corporation
  4. Gordon & Betty Moore Foundation
  5. Division Of Materials Research
  6. Direct For Mathematical & Physical Scien [1255446] Funding Source: National Science Foundation

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Non-equilibrium soft materials, such as networks of actin proteins, have been intensely investigated over the past decade due to their promise for designing smart materials and understanding cell mechanics. However, current methods are unable to measure the time-dependent mechanics of such systems or map mechanics to the corresponding dynamic macromolecular properties. Here, we present an experimental approach that combines time-resolved optical tweezers microrheology with diffusion-controlled microfluidics to measure the time-evolution of microscale mechanical properties of dynamic systems during triggered activity. We use these methods to measure the viscoelastic moduli of entangled and crosslinked actin networks during chemically-triggered depolymerization and repolymerization of actin filaments. During disassembly, we find that the moduli exhibit two distinct exponential decays, with experimental time constants of approximate to 169 min and approximate to 47 min. Conversely, during reassembly, measured moduli initially exhibit power-law increase with time, after which steady-state values are achieved. We develop toy mathematical models that couple the time-evolution of filament lengths with rigidity percolation theory to shed light onto the molecular mechanisms underlying the observed mechanical transitions. The models suggest that these two distinct behaviors both arise from phase transitions between a rigidly percolated network and a non-rigid regime. Our approach and collective results can inform the general principles underlying the mechanics of a large class of dynamic, non-equilibrium systems and materials of current interest.

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