A 1D model of leukocyte adhesion coupling bond dynamics with blood velocity

Abstract : Cell adhesion on the vascular wall is a highly coupled process where blood flow and adhesion dynamics are closely linked. Cell dynamics in the vicinity of the vascular wall is driven mechanically by the competition between the drag force of the blood flow and the force exerted by the bonds created between the cell and the wall. Bonds exert a friction force. Here, we propose a mathematical model of such a competitive system, namely leukocytes whose capacity to create bonds with the vascular wall and transmigratory ability are coupled by integrins and chemokines. The model predicts that this coupling gives rise to a dichotomic cell dynamic, whereby cells switch from rolling to firm arrest, through non linear effects. Cells can then trans-migrate through the wall. These predicted dynamic regimes are compared to in-vitro trajectories of leukocytes. We expect that competition between friction and drag force in particle dynamics (such as shear stress-controlled nanoparticle capture) can lead to similar dichotomic mode.
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Contributeur : Bérénice Grec <>
Soumis le : vendredi 21 juillet 2017 - 11:36:52
Dernière modification le : mercredi 26 juillet 2017 - 01:09:12


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  • HAL Id : hal-01566770, version 1


Bérénice Grec, Bertrand Maury, Nicolas Meunier, Laurent Navoret. A 1D model of leukocyte adhesion coupling bond dynamics with blood velocity. MAP5 2017-25. 2017. <hal-01566770>



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