Richeson J F, Akiyama T, Schenk E
Circ Res. 1978 Dec;43(6):879-88. doi: 10.1161/01.res.43.6.879.
The solid angle theory has long been applied to the interpretation of the ECG; however, quantitative evaluation of its applicability has been minimal. We applied solid angle analysis to the interpretation of the TQ-ST deflection during acute ischemia. Five anesthetized pigs were studied 1--3 hours after coronary occlusion. Multiple unipolar tracings were recorded from precisely determined positions on the epicardium overlying the ischemic and normal zones. The geometry of the hearts and ischemic zones was preserved, the margins of ischemia being defined as the outer border of Thioflavin S nonfluorescence. Wax replicas of the hearts with ischemic zones removed were constructed. Solid angles subtended at electrode positions on the replicas were calculated. A linear relationship (r = 0.84 - 0.97, P less than 0.001) was shown to exist between the observed TQ-ST deflection and the calculated solid angle. A small but patterned deviation from exact fit of the TQ-ST deflection with the calculated solid angle led us to investigate the possibility that dipole moment strength (phi) is not confined to the ischemic margins. Computations using idealized heart models with ischemic zones cylindrical and transmural in shape allowed us to distribute phi arbitrarily within the ischemic zone, comparing this predicted pattern of TQ-ST deflection with that observed experimentally. The experimental data appear most consistent with the condition in which phi is distributed over a 1-cm border region during the first several hours of ischemia. We conclude that the solid angle theory provides a rational basis for interpretation of the ischemic TQ-ST deflection; however, phi may be distributed over a marginal zone.
立体角理论长期以来一直应用于心电图的解释;然而,对其适用性的定量评估却很少。我们将立体角分析应用于急性缺血期间TQ-ST段偏移的解释。对5只麻醉猪在冠状动脉闭塞后1至3小时进行研究。从覆盖缺血区和正常区的心外膜上精确确定的位置记录多个单极心电图。心脏和缺血区的几何形状得以保留,缺血边缘定义为硫黄素S无荧光的外边界。构建了去除缺血区的心脏蜡模。计算蜡模上电极位置所对的立体角。结果显示,观察到的TQ-ST段偏移与计算出的立体角之间存在线性关系(r = 0.84 - 0.97,P < 0.001)。TQ-ST段偏移与计算出的立体角的精确拟合存在小但有规律的偏差,这使我们研究偶极矩强度(φ)不限于缺血边缘的可能性。使用缺血区呈圆柱形且透壁的理想化心脏模型进行计算,使我们能够在缺血区内任意分布φ,将这种预测的TQ-ST段偏移模式与实验观察到的模式进行比较。实验数据似乎最符合缺血最初几个小时内φ分布在1厘米边界区域的情况。我们得出结论,立体角理论为解释缺血性TQ-ST段偏移提供了合理依据;然而,φ可能分布在边缘区域。