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SUMMARY:Mechanics and polarity in cell motility - Davide Ambrosi (Politecn
 ico di Milano)
DTSTART:20170921T111000Z
DTEND:20170921T113000Z
UID:TALK80441@talks.cam.ac.uk
CONTACT:INI IT
DESCRIPTION:<span>   <span>The   motility of a fish keratocyte on a flat s
 ubstrate exhibits two distinct   regimes: the non-migrating and the migrat
 ing one. In both configurations the   shape is fixed in time and\, when th
 e cell is moving\, the velocity is constant   in magnitude and direction. 
 Transition from a stable configuration to the   other one can be produced 
 by a mechanical or chemotactic perturbation.<br>     In order to point out
  the mechanical nature of such a bistable behaviour\, I   will focus on th
 e actin dynamics inside the cell using a minimal mathematical   model. Whi
 le the protein diffusion\, recruitment and segregation govern the   polari
 zation process\, I will show that the free actin mass balance\, driven by 
   diffusion\, and the polymerized actin<br>     retrograde flow\, regulate
 d by the active stress\, are sufficient ingredients   to account for the m
 otile bistability.<br>     The length and velocity of the cell are predict
 ed on the basis of the   parameters of the substrate and of the cell itsel
 f. The key physical   ingredient of the theory is the exchange among actin
  phases at the edges of   the cell\, that plays a central role both in kin
 ematics and in dynamics.</span></span>
LOCATION:Seminar Room 1\, Newton Institute
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