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Biophys J, November 2002, p. 2360-2369, Vol. 83, No. 5
Mathematical Research Branch, National Institute of Diabetes, Digestive and Kidney Diseases, National Institutes of Health, Bethesda, Maryland 20892-2690 USA
The motility assay of K. Visscher, M. J. Schnitzer,
and S. M. Block (Nature, 400:184-189, 1999) in which
the movement of a bead powered by a single kinesin motor can be
measured is a very useful tool in characterizing the
force-dependent steps of the mechanochemical cycle of
kinesin motors, because in this assay the external force applied to the
bead can be controlled (clamped) arbitrarily. However, because the bead
is elastically attached to the motor and the response of the clamp is
not fast enough to compensate the Brownian motion of the bead,
interpretation or analysis of the data obtained from the assay is not
trivial. In a recent paper (Y. Chen and B. Yan, Biophys.
Chem. 91:79-91, 2001), we showed how to evaluate the
mean velocity of the bead and the motor in the motility
assay for a given mechanochemical cycle. In this paper we extend the
study to the evaluation of the fluctuation or the
randomness of the velocity using a Monte Carlo simulation
method. Similar to the mean, we found that the randomness of the
velocity of the motor is also influenced by the parameters that affect
the dynamic behavior of the bead, such as the viscosity of the medium,
the size of the bead, the stiffness of the elastic element connecting
the bead and the motor, etc. The method presented in this paper should
be useful in modeling the kinetic mechanism of any processive motor
(such as conventional kinesin and myosin V) based on measured
force-clamp motility data.
Biophys J, November 2002, p. 2360-2369, Vol. 83, No. 5
© 2002 by the Biophysical Society 0006-3495/02/11/2360/10 $2.00
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