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Biophys J, July 2000, p. 137-143, Vol. 79, No. 1
Departments of Applied Mathematics and Bioengineering, University of Washington, Seattle, Washington 98195 USA
A unifying theoretical framework for analyzing stochastic
data from single-particle tracking (SPT) in viscoelastic materials is
presented. A generalization of the bead-spring model for linear polymers is developed from a molecular point of view and from the
standpoint of phenomenological linear viscoelasticity. The hydrodynamic
interaction in the former is identified as the dashpots in the latter.
In elementary terms, the intimate correspondence between
time-correlation of the fluctuation measurements and transient relaxation kinetics after perturbation is discussed, and the central role of the fluctuation-dissipation relation is emphasized. The work
presented here provides a bridge between the microscopic and the
macroscopic views of linear viscoelastic biological materials, and is
applicable to membrane protein diffusion, linear DNA chain dynamics,
and mechanics of intracellular cytoskeletal networks.
Biophys J, July 2000, p. 137-143, Vol. 79, No. 1
© 2000 by the Biophysical Society 0006-3495/00/07/137/07 $2.00
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