Abstract
The Rashevsky Principle of Adequate Design is employed in conjunction with the hypothesis of constant hematocrit throughout the arterial tree to give an estimate of the most likely position for an erythrocyte in an artery. The result accords with the experimental work of Segré and Silberberg (1962).
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Cohn, D. L. 1954. “Optimal Systems: I. The Vascular System”.Bull. Math. Biophysics,16, 59–74.
— 1955. “Optimal Systems: II. The Vascular System”.Ibid. 17, 219–227.
Deakin, Michael A. B. 1967. “Erythrocyte Distribution in Arterial Blood Flow: I. Basic Equations and Anisotropic Effects”.Bull. Math. Biophysics,29, 549–563.
— 1967. “Erythrocyte Distribution in Arterial Blood Flow: II. The Hypothesis of Minimal Energy Dissipation”.Ibid.,29, 565–574.
Green, H. D. 1950. “Circulatory System: Physical Principles”. InMedical Physics, Vol. 2 O. Glasser, Ed. Chicago: The Year Book Publishers, Inc., 228–251.
Nubar, Y. 1966. “The Laminar Flow of a Composite Fluid: An Approach to the Rheology of Blood”.Ann. N. Y. Acad. Sci.,136, 33–58.
Rashevsky, N. 1963. “The Principle of Adequate Design and the Cardiovascular System”.Bull. Math. Biophysics,25, 59–74.
— 1966. “Physics, Biology and Sociology: A Reappraisal”.Ibid.,28, 283–308.
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Deakin, M.A.B. Erythrocyte distribution in arterial blood flow: III. Physiological considerations. Bulletin of Mathematical Biophysics 29, 649–656 (1967). https://doi.org/10.1007/BF02476916
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DOI: https://doi.org/10.1007/BF02476916