|
||
The Journal of General Physiology, Vol 81, 325-335, Copyright © 1983 by The Rockefeller University Press
ARTICLES |
M Zamir, SM Wrigley and BL Langille
Arterial bifurcations in the cardiovascular system of a rat were studied, using a resin cast of the entire arterial tree. At each bifurcation, measurements were made of the diameters of the three vessels involved, the two branching angles, and the angle delta, which the parent artery makes with the plane containing the two branches. The results were found to be consistent with those reported previously in man and monkey. In addition, measurements of delta in the present study indicate that arterial bifurcations are mostly two dimensional.
This article has been cited by other articles:
![]() |
R. Karch, F. Neumann, B. K. Podesser, M. Neumann, P. Szawlowski, and W. Schreiner Fractal Properties of Perfusion Heterogeneity in Optimized Arterial Trees: A Model Study J. Gen. Physiol., August 25, 2003; 122(3): 307 - 322. [Abstract] [Full Text] [PDF] |
||||
![]() |
A. R. Pries, T. W. Secomb, and P. Gaehtgens Design Principles of Vascular Beds Circ. Res., November 1, 1995; 77(5): 1017 - 1023. [Abstract] [Full Text] |
||||
![]() |
M LaBarbera Principles of design of fluid transport systems in zoology Science, August 31, 1990; 249(4972): 992 - 1000. [Abstract] [PDF] |
||||
|
|