Vascular factors in isovolumic systemic and pulmonary circuit
H. I. Chen, K. C. Chang and K. S. Hsieh Department of Medical Research, Tri-Service General Hospital, Taipei, Taiwan, Republic of China. Experiments were conducted in 12 pentobarbital-anesthetized dogs with sinus denervation and vagotomy. The chest was opened, and the heart was replaced by a roller...
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Veröffentlicht in: | American journal of physiology. Heart and circulatory physiology 1991-01, Vol.260 (1), p.H201-H209 |
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Zusammenfassung: | H. I. Chen, K. C. Chang and K. S. Hsieh
Department of Medical Research, Tri-Service General Hospital, Taipei, Taiwan, Republic of China.
Experiments were conducted in 12 pentobarbital-anesthetized dogs with sinus
denervation and vagotomy. The chest was opened, and the heart was replaced
by a roller pump with two perfusion lines. The systemic and pulmonary
circulations (SC and PC) were perfused with a constant and adjustable flow
(Q). Venous outflows were directly driven by pumps without passing through
a reservoir. In each closed circuit, the total blood volume remained
constant because inflow and outflow were simultaneously and equally
altered. In both SC and PC, arterial pressure (Pa), i.e., systemic arterial
and pulmonary arterial pressures (SAP and PAP), was a positive function of
Q, and venous pressure (Pv), i.e., right atrial and left atrial pressures
(RAP and LAP), was a negative function of Q. The first series of
experiments involved three equal step reductions in Q from baseline to zero
flow. The venous-to-arterial compliance ratio (Cv/Ca) was calculated from
delta Pa/delta Pv and vascular resistance (VR) from (Pa - Pv)/Q. The values
of Cv/Ca in SC increased from 9.3 +/- 0.4 to 14.5 +/- 1.1 and 21.9 +/- 1.4
(P less than 0.001) in the three-step Q reduction. VR in the SC was not
significantly dependent on Q. In the PC, the Cv/Ca was approximately 2.0
and VR was 0.16 mmHg.ml-1.min.kg, both values being independent of Q.
Multiple-step reduction in Q for regression equations was carried out in 8
of the 12 dogs. We found that only the SAP was a linear function of Q
(ml.min-1.kg-1): SAP = 18.458 + 0.953Q. |
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ISSN: | 0363-6135 0002-9513 1522-1539 |
DOI: | 10.1152/ajpheart.1991.260.1.H201 |