Chorro F J, Guerrero J, Cánoves J, Martínez-Sober M, Mainar L, Sanchis J, Calpe J, Llavador E, Espí J, López-Merino V
Service of Cardiology, Valencia University Clinic Hospital, Spain.
Pacing Clin Electrophysiol. 1998 Sep;21(9):1716-23. doi: 10.1111/j.1540-8159.1998.tb00269.x.
The characteristics of ventricular fibrillatory signals vary as a function of the time elapsed from the onset of arrhythmia and the maneuvers used to maintain coronary perfusion. The dominant frequency (FrD) of the power spectrum of ventricular fibrillation (VF) is known to decrease after interrupting coronary perfusion, though the corresponding recovery process upon reestablishing coronary flow has not been quantified to date. With the aim of investigating the recovery of the FrD during reperfusion after a brief ischemic period, 11 isolated and perfused rabbit heart preparations were used to analyze the signals obtained with three unipolar epicardial electrodes (E1-E3) and a bipolar electrode immersed in the thermostatized organ bath (E4), following the electrical induction of VF. Recordings were made under conditions of maintained coronary perfusion (5 min), upon interrupting perfusion (15 min), and after reperfusion (5 min). FrD was determined using Welch's method. The variations in FrD were quantified during both ischemia and reperfusion, based on an exponential model deltaFrD = A exp (-t/C). During ischemia deltaFrD is the difference between FrD and the minimum value, while t is the time elapsed from the interruption of coronary perfusion. During reperfusion deltaFrD is the difference between the maximum value and FrD, while t is the time elapsed from the restoration of perfusion. A is one of the constants of the model, and C is the time constant. FrD exhibited respective initial values of 16.20 +/- 1.67, 16.03 +/- 1.38, and 16.03 +/- 1.80 Hz in the epicardial leads, and 15.09 +/- 1.07 Hz in the bipolar lead within the bath. No significant variations were observed during maintained coronary perfusion. The fit of the FrD variations to the model during ischemia and reperfusion proved significant in nine experiments. The mean time constants C obtained on fitting to the model during ischemia were as follows: E1 = 294.4 +/- 75.6, E2 = 225.7 +/- 48.5, E3 = 327.4 +/- 79.7, and E4 = 298.7 +/- 43.9 seconds. The mean values of C obtained during reperfusion, and the significance of the differences with respect to the ischemic period were: E1 = 57.5 +/- 8.4 (P < 0.01), E2 = 64.5 +/- 11.2 (P < 0.01), E3 = 80.7 +/- 13.3 (P < 0.01), and E4 = 74.9 +/- 13.6 (P < 0.0001). The time course variations of the FrD of the VF power spectrum fit an exponential model during ischemia and reperfusion. The time constants of the model during reperfusion after a brief ischemic period are significantly shorter than those obtained during ischemia.
心室颤动信号的特征会随着心律失常发作后经过的时间以及用于维持冠状动脉灌注的操作而变化。已知在中断冠状动脉灌注后,心室颤动(VF)功率谱的主导频率(FrD)会降低,不过迄今为止,重新建立冠状动脉血流后的相应恢复过程尚未得到量化。为了研究短暂缺血期后再灌注期间FrD的恢复情况,使用11个离体灌注兔心标本,在电诱导VF后,分析用三个单极心外膜电极(E1 - E3)和一个浸入恒温器官浴中的双极电极(E4)获得的信号。记录在维持冠状动脉灌注(5分钟)、中断灌注(15分钟)和再灌注(5分钟)的条件下进行。使用韦尔奇方法确定FrD。基于指数模型deltaFrD = A exp (-t/C),在缺血和再灌注期间对FrD的变化进行量化。在缺血期间,deltaFrD是FrD与最小值之间的差值,而t是从冠状动脉灌注中断起经过的时间。在再灌注期间,deltaFrD是最大值与FrD之间的差值,而t是从恢复灌注起经过的时间。A是模型的常数之一,C是时间常数。在心外膜导联中,FrD的初始值分别为16.20 +/- 1.67、16.03 +/- 1.38和16.03 +/- 1.80 Hz,在浴中的双极导联中为15.09 +/- 1.07 Hz。在维持冠状动脉灌注期间未观察到显著变化。在九个实验中,缺血和再灌注期间FrD变化与模型的拟合被证明是显著的。缺血期间拟合模型得到的平均时间常数C如下:E1 = 294.4 +/- 75.6、E2 = 225.7 +/- 48.5、E3 = 327.4 +/- 79.7和E4 = 298.7 +/- 43.9秒。再灌注期间获得的C的平均值以及与缺血期相比差异的显著性为:E1 = 57.5 +/- 8.4(P < 0.01)、E2 = 64.5 +/- 11.2(P < 0.01)、E3 = 80.7 +/- 13.3(P < 0.01)和E4 = 74.9 +/- 13.6(P < 0.0001)。VF功率谱的FrD的时间进程变化在缺血和再灌注期间符合指数模型。短暂缺血期后再灌注期间模型的时间常数明显短于缺血期间获得的时间常数。