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Biophys J, January 2000, p. 47-54, Vol. 78, No. 1
Department of Applied Mathematics and Theoretical Physics, University of Cambridge, Silver Street, Cambridge, CB3 9EW, United Kingdom
The vascular endothelium is a cellular monolayer that
lines the arterial walls. It plays a vital role in the initiation and development of atherosclerosis, an occlusive arterial disease responsible for 50% of deaths in the Western world. The focal nature
of the disease suggests that hemodynamic forces are an important factor
in its pathogenesis. This has led to the investigation of the effects
of mechanical forces on the endothelial cells themselves. It has been
found that endothelial cells do respond to stresses induced by the
flowing blood; in particular, they elongate and align with an imposed
flow direction. In this paper, we calculate the distribution of force
exerted on a three-dimensional hump, representing the raised cell
nucleus, by a uniform shear flow. It is found that, for a
nonaxisymmetric ellipsoidal hump, the least total force is experienced
when the hump is aligned with the flow. Furthermore, for a hump of
fixed volume, there is a specific aspect ratio combination that results
in the least total force upon the hump, (0.38:2.2:1.0;
height:length:width). This is approximately the same as the average
aspect ratio taken up by the cell nuclei in vivo (0.27:2.23:1.0).
It is possible, therefore, that the cells respond to the flow in such a
way as to minimize the total force on their nuclei.
Biophys J, January 2000, p. 47-54, Vol. 78, No. 1
© 2000 by the Biophysical Society 0006-3495/00/01/47/08 $2.00
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