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Explaining the dynamic steady state of actin networks

in silico

in vitro

ADF/Cofilin

Explaining the dynamic steady state of actin networks

CytomorphoLab, Grenoble

in vitro

Laurent Blanchoin

Tea Aleksandra Icheva

Courant Institute, New York University

Angelika Manhart

from [Pollard et al, 2003]

Alex Mogilner

in silico

Width

University College London

June 2021, SMB

Length

Laurent Blanchoin

Manuel Thery

Tea Aleksandra Icheva

Christophe Guerin

Tobbias Klar

Rajaa Boujemaa-Paterski

Alex Mogilner

Funding

1. How can we mathematically capture the macroscopic fragmentation?

2. What determines equilibrium network length?

3. How does cofilin affect turning mechanisms?

H2020 European Research Council, Agence Nationale de la Recherche, Universite Greoble Alpes, Army Research Office

Explains how dynamic steady state of actin emerges from biochemical and structural feedbacks

How does cofilin (un)bind?

Predictions I: Varying Actin Density and Cofilin Background

Cofilin binding dynamics

A reaction-advection-diffusion model for cofilin

Ingredient 1: Estimating bound cofilin for given network length

Bound cofilin:

network speed

unbinding

binding

Network fragmentation

free cofilin

Free cofilin:

actin

diffusion

added cofilin

Bound cofilin

Free cofilin

V

Results & Findings III

Results & Findings I

network length

network width

Cofilin affects network elasticity affects steering

Network equilibrium length determined by balance of: Cofilin binding dynamics and network fragmentation

Network fragmentation

How does the network fall apart?

Predictions II: Varying Network Width

Cofilin binding dynamics

Wider networks grow longer, because of depletion

Network fragmentation

Correctly predicts network equilibrium length if we

Ingredient 2: Estimating the network length from bound cofilin

Stochastic, discrete actin network fragmentation model

  • vary amount of cofilin added C0
  • vary network width W
  • vary actin density A

Data shows macroscopic fragmentation!

Boujemaa-Paterski et. al. 2017

Cofilin binding dynamics

Key function for model behavior:

Analytical Approximation

Local breakage rate per node

Use experimental data to find best exponents

Bound cofilin

Actin

A.M. et al, Quantitative regulation of the dynamic steady state of actin networks. eLife (2019)

angelikamanhart.github.io

nuclear count

relative y-position

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