TY - JOUR
T1 - Coronary autoregulation and optimal myocardial oxygen utilization
AU - Barnea, O.
AU - Santamore, W. P.
PY - 1992/5
Y1 - 1992/5
N2 - The complex relationship among myocardial contractility, preload, afterload, and coronary autoregulation was studied using both analytical and numerical methods. To study autoregulation and coronary reserve changes in response to changes in cardiac oxygen consumption and in arterial pressure generation, a new variable was introduced: myocardial resistance to oxygen flow ( {Mathematical expression}). This variable was defined as the ratio of the coronary driving pressure to left-ventricular oxygen uptake. High values for this variable indicate small consumption relative to the generated aortic pressure. Conditions which produce the highest obtainable value for {Mathematical expression} are considered as optimal. An expression relating {Mathematical expression} to ventricular hemodynamic variables was developed and studied using a mathematical model of the cardiovascular system. The model included a mechanism of local autoregulation based on the assumption that, in steady state, the amount of oxygen consumed equals the amount extracted from coronary blood. Heart rate, peripheral resistance, end-diastolic volume, and myocardial contractility were varied while the coronary circulation was adjusted to meet ventricular oxygen consumption at each state. The model predicts that, for each state of the circulation, there is an optimal level of cardiac contractility for which the coronary reserve is maximized.
AB - The complex relationship among myocardial contractility, preload, afterload, and coronary autoregulation was studied using both analytical and numerical methods. To study autoregulation and coronary reserve changes in response to changes in cardiac oxygen consumption and in arterial pressure generation, a new variable was introduced: myocardial resistance to oxygen flow ( {Mathematical expression}). This variable was defined as the ratio of the coronary driving pressure to left-ventricular oxygen uptake. High values for this variable indicate small consumption relative to the generated aortic pressure. Conditions which produce the highest obtainable value for {Mathematical expression} are considered as optimal. An expression relating {Mathematical expression} to ventricular hemodynamic variables was developed and studied using a mathematical model of the cardiovascular system. The model included a mechanism of local autoregulation based on the assumption that, in steady state, the amount of oxygen consumed equals the amount extracted from coronary blood. Heart rate, peripheral resistance, end-diastolic volume, and myocardial contractility were varied while the coronary circulation was adjusted to meet ventricular oxygen consumption at each state. The model predicts that, for each state of the circulation, there is an optimal level of cardiac contractility for which the coronary reserve is maximized.
KW - Coronary circulation
KW - autoregulation
KW - mathematical models
KW - optimization
UR - http://www.scopus.com/inward/record.url?scp=0026770659&partnerID=8YFLogxK
U2 - 10.1007/BF00804338
DO - 10.1007/BF00804338
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AN - SCOPUS:0026770659
SN - 0300-8428
VL - 87
SP - 290
EP - 301
JO - Basic Research in Cardiology
JF - Basic Research in Cardiology
IS - 3
ER -