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. 1985 Jul;44(10):2623-6.

Modeling of transendothelial transport

Modeling of transendothelial transport

J B Bassingthwaighte et al. Fed Proc. 1985 Jul.

Abstract

Capillary-tissue exchange of inert hydrophilic solutes in the heart occurs through aqueous channels, the clefts between endothelial cells (ECs). For adenosine (and other vasoactive agents and substrates), there is also transport across the plasmalemma of the ECs. The multiple-indicator dilution technique comparing tracer adenosine flux with that of 9-beta-D-arabinofuranosylhypoxanthine (an analog that is not transported by the nucleoside carrier) can be used to estimate the conductance of the facilitated transport mechanism, which is equivalent to a permeability-surface area product. Analysis by using a model of exchanges among capillary, EC, interstitium, and myocardial cells suggests that the abluminal surface of the ECs is also highly permeable to adenosine. The inference is that ECs may be an important component of a system for adenosine exchange and regulation in the heart.

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Figures

Figure 1
Figure 1
A) Coronary outflow dilution curves obtained from an isolated perfused guinea pig heart after a pulse injection of [14C]adenosine and two reference tracers, 131I-labeled albumin (remaining intravascular) and araH (remaining extracellular), at a flow Fs of 8.0 ml/(g · min). The model solutions (continuous lines) fitted to the data (symbols) describe the flow heterogeneity (dispersion relative to the mean = 46%, approximated by using seven parallel paths), the permeation of adenosine and araH through clefts between ECs (PSg = 2.27 ml/(g · min)), and entry into interstitial space (Visf = 0.2 ml/g). Other parameters for adenosine are: endothelial luminal surface PSecl = 6.0 ml/(g · min); abluminal surface PSeca = 41 ml/(g · min); intraendothelial consumption Gec = 116 ml/(g · min); parenchymal cell (myocyte) PSpc = 4.7 ml/(g · min); volume Vpc = 0.3 ml/g; and myocyte consumption Gpc = 4.8 ml/g. B) Sensitivity functions for the parameters. The following scaling factors multiplied the Sp(t) values for the illustration: for PSg 0.5, PSecl 0.45, PSeca 177.5, PSpc 47.0, Visf 81.0, Vec 275.0, Vpc 8200.0, Gec 210.0, Gpc 2550.0.

References

    1. Bassingthwaighte JB. Plasma indicator dispersion in arteries of the human leg. Circ. Res. 1966;19:332–346. - PMC - PubMed
    1. Bassingthwaighte JB, Chaloupka M, Wang CY. Transport by endothelial cells in vivo: model analysis from indicator dilution after single transcapillary passage. Federation Proc. 1983;42:580. (abstr.)
    1. Bassingthwaighte JB, Goresky CA. Modeling in the analysis of solute and water exchange in the microvasculature. In: Renkin EM, Michel CC, editors. Handbook of physiology, Section 2, The cardiovascular system, Vol. IV, Microcirculation, Part 1. Am. Physiol. Soc.; Bethesda: 1984. pp. 549–626.
    1. Bassingthwaighte JB, Knopp TJ, Hazelrig JB. A concurrent flow model for capillary-tissue exchanges. In: Crone C, Lassen NA, editors. Capillary permeability. Munksgaard; Copenhagen: 1970. pp. 60–80.
    1. Bassingthwaighte JB, Lenhoff AM, Stephenson JL. A slidingelement algorithm for rapid solution of spatially distributed convection-permeation models. Biophys. J. 1984;45:175a.

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