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Biophys J, October 2001, p. 1897-1906, Vol. 81, No. 4
Department of Metal Physics, University of Leoben and Erich-Schmid-Institut of Materials Science, Austrian Academy of Sciences, A-8700 Leoben, Austria
The deformation behavior of certain biologic
macromolecules is modeled by the "sticky chain," a freely jointed
chain with weak bonds between subsequent joints. Straining the chain
leads to thermally assisted breaking of the weak bonds, yielding a
characteristic shape of the force-elongation curve, usually with a
pronounced plateau, but sometimes displaying a pseudo-Hookean behavior
over a wide range of deformations. The number of individual links is assumed to be large, so the stochastic time evolution of the individual events can be approximated by a differential equation. The cases of
individual and collective bond breaking are treated and formulae given
for various measurable quantities. A threshold strain rate is found,
below which the deformation force no longer depends on the deformation
velocity. The method is applied to experimental results for the
deformation of single molecules like titin or DNA and the results agree
with the parameters deduced from the same experiments by the original
authors using Monte Carlo (MC) calculations. Despite its intrinsic
continuous character, the model, therefore, is applicable even for the
deformation of macromolecules with only a few discrete unfolding
elements, yielding physical quantities from experimental results using
simple formulae instead of a host of MC computations.
Biophys J, October 2001, p. 1897-1906, Vol. 81, No. 4
© 2001 by the Biophysical Society 0006-3495/01/10/1897/10 $2.00
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