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Conditions for extreme sensitivity of protein diffusion in membranes to cell environments.


ABSTRACT: We study protein diffusion in multicomponent lipid membranes close to a rigid substrate separated by a layer of viscous fluid. The large-distance, long-time asymptotics for Brownian motion are calculated by using a nonlinear stochastic Navier-Stokes equation including the effect of friction with the substrate. The advective nonlinearity, neglected in previous treatments, gives only a small correction to the renormalized viscosity and diffusion coefficient at room temperature. We find, however, that in realistic multicomponent lipid mixtures, close to a critical point for phase separation, protein diffusion acquires a strong power-law dependence on temperature and the distance to the substrate H, making it much more sensitive to cell environment, unlike the logarithmic dependence on H and very small thermal correction away from the critical point.

SUBMITTER: Tserkovnyak Y 

PROVIDER: S-EPMC1622770 | biostudies-literature | 2006 Oct

REPOSITORIES: biostudies-literature

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Conditions for extreme sensitivity of protein diffusion in membranes to cell environments.

Tserkovnyak Yaroslav Y   Nelson David R DR  

Proceedings of the National Academy of Sciences of the United States of America 20060928 41


We study protein diffusion in multicomponent lipid membranes close to a rigid substrate separated by a layer of viscous fluid. The large-distance, long-time asymptotics for Brownian motion are calculated by using a nonlinear stochastic Navier-Stokes equation including the effect of friction with the substrate. The advective nonlinearity, neglected in previous treatments, gives only a small correction to the renormalized viscosity and diffusion coefficient at room temperature. We find, however, t  ...[more]

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