Tanaka H, Hirayanagi K, Aoki T, Ihara T, Yamanoi N, Furukawa T
J Cardiogr. 1985 Sep;15(3):715-28.
This paper describes a non-invasive mathematical method for estimating the locations and sizes of myocardial infarction using body surface electrocardiographic mappings. The inverse calculation is the theoretical basis of our method of estimation. First, the boundary integral equations were used to relate body surface and epicardial potential distributions. Next, a spherical harmonic expansion was used to solve the equations in order to obtain the epicardial potentials from the body surface potentials. The validity of the method was assessed by animal experiments and the clinical application. Body surface potentials were recorded using a 128 channel electrocardiographic mapping device equipped with a 16 bit microprocessor. In the animal study, the epicardial potentials were recorded by another potential mapping device simultaneously with body surface potential recordings. In the animal study, 60 epicardial electrodes and a freezing unit were mounted on a elastic fabric sack and attached to the heart. After completion of open chest surgery, freezing myocardial injury was incurred by perfusing -50 degrees C acetone-dry ice cryogen into the freezing unit. Twenty minutes after the start of freezing, ST elevations of the body surface and epicardial potentials were simultaneously recorded. An ST subtraction map was compiled as the difference between the maps before and after the myocardial freezing injury. Then, an inverse calculation was applied to the ST subtraction potentials to estimate the epicardial ST elevation. The geometric parameters of each electrode were determined from stereometry using two-dimensional X-ray images. In the clinical study, the body surface potentials of a patient with old myocardial infarction were recorded. The abnormal Q subtraction map was calculated as the difference between the measured and standard potentials of a normal subject. In the inverse calculation, the geometric shape of the heart and the body surface were determined from cross-sectional body images of computed tomography. The location of the infarction was estimated independently using coronary arteriography and left ventriculography. The results obtained were as follows: Experimentally, the estimated epicardial ST elevations correlated well with the measured ones. The area of estimated ST elevation included the portion of the myocardial injury produced by the freezing procedure, although the area estimated was relatively small compared with the actual one. Clinically, the estimated abnormal Q area correlated well with the area of the left anterior descending artery in which severe stenosis was detected by coronary arteriography.(ABSTRACT TRUNCATED AT 400 WORDS)
本文描述了一种使用体表心电图映射估计心肌梗死位置和大小的非侵入性数学方法。逆计算是我们估计方法的理论基础。首先,使用边界积分方程将体表和心外膜电位分布联系起来。接下来,使用球谐展开来求解这些方程,以便从体表电位获得心外膜电位。通过动物实验和临床应用评估了该方法的有效性。使用配备16位微处理器的128通道心电图映射设备记录体表电位。在动物研究中,使用另一个电位映射设备同时记录体表电位和心外膜电位。在动物研究中,将60个心外膜电极和一个冷冻单元安装在一个弹性织物袋上并附着于心脏。开胸手术后,通过将-50℃的丙酮-干冰冷冻剂灌注到冷冻单元中造成冷冻性心肌损伤。冷冻开始20分钟后,同时记录体表和心外膜电位的ST段抬高。编制ST段减法图作为心肌冷冻损伤前后图之间的差值。然后,对ST段减法电位进行逆计算以估计心外膜ST段抬高。使用二维X射线图像通过立体测量法确定每个电极的几何参数。在临床研究中,记录了一名陈旧性心肌梗死患者的体表电位。计算异常Q减法图作为正常受试者测量电位与标准电位之间的差值。在逆计算中,根据计算机断层扫描的横断面身体图像确定心脏和体表的几何形状。使用冠状动脉造影和左心室造影独立估计梗死位置。获得的结果如下:在实验中,估计的心外膜ST段抬高与测量值相关性良好。估计的ST段抬高区域包括冷冻过程产生的心肌损伤部分,尽管与实际区域相比估计区域相对较小。在临床上,估计的异常Q区域与冠状动脉造影检测到严重狭窄的左前降支动脉区域相关性良好。(摘要截断于400字)