Kuang Ming-Xing, Kuang Shi-Jiang, Xiao Qiu-Jin, Kuang Nan-Zhen, Zhao Hui, Cheng Xiao-Ling
Department of Electronic Engineering, Nanchang Institute of Technology, Nanchang, Jiangxi, 330044, China.
Department of Special Diagnosis, The 94th Hospital of People's Liberation Army of China, Nanchang, Jiangxi, 330002, China.
Med Phys. 2018 Jul 2. doi: 10.1002/mp.13076.
The aim of this study is to explore a calculated method used to measure the cardiac output using the aortic impedance change component of reconstructed impedance cardiography.
Routine impedance cardiography was measured using Kubicek's method with four ring electrodes. The thoracic mixed impedance changes were measured by six leads, which consisted of 15 electrodes. The aortic impedance change component was separated from six thoracic mixed impedance changes through waveform reconstruction. The square root formula used to calculate the cardiac output was deduced based on the thoracic impedance change equation and the aortic volume change hypothesis during the systole period. The cardiac outputs of 180 normal adults and 72 patients with cardiac insufficiency who could still walk freely were contrastively computed with both Kubicek's formula and the square root formula.
For 180 normal adults, the cardiac index (CI) computed with the square root formula was 3.60 ± 0.45 L/min/m , with normal values ranging from 2.7 to 4.5 L/min/m . A total of 163 cases (90.6%) had a CI in the standard range (2.7-4.3 L/min/m ) adopted in clinical applications. The CI computed with Kubicek's formula was 3.61 ± 0.86 L/min/m , with normal values ranging from 1.9 to 5.3 L/min/m , and only 115 cases (63.9%) had a CI in the above standard range. Among the 72 patients with cardiac insufficiency, 20 (27.8%) patients had a CI < 2.0 L/min/m with Kubicek's formula. Of these 20 cases, 9 cases had a CI < 1.5 L/min/m , and 4 cases had a CI < 1.1 L/min/m . In contrast, none of the 72 patients had a CI < 2.0 L/min/m with the square root formula. In addition, the influence of the chest circumference on the CI was lower for the square root formula than for Kubicek's formula.
The CI calculated with the square root formula had a better normal value range, was more accurate for the patients with cardiac insufficiency, and was less affected by the chest circumference than the CI calculated with Kubicek's formula.
本研究旨在探索一种利用重建阻抗心动图的主动脉阻抗变化分量来测量心输出量的计算方法。
采用库比克方法,使用四个环形电极测量常规阻抗心动图。通过由15个电极组成的六个导联测量胸部混合阻抗变化。通过波形重建从六个胸部混合阻抗变化中分离出主动脉阻抗变化分量。基于胸部阻抗变化方程和收缩期主动脉容积变化假设,推导出用于计算心输出量的平方根公式。用库比克公式和平方根公式对180名正常成年人和72名仍能自由行走的心脏功能不全患者的心输出量进行对比计算。
对于180名正常成年人,用平方根公式计算的心脏指数(CI)为3.60±0.45L/min/m²,正常范围为2.7至4.5L/min/m²。共有163例(90.6%)的CI在临床应用中采用的标准范围(2.7 - 4.3L/min/m²)内。用库比克公式计算的CI为3.61±0.86L/min/m²,正常范围为1.9至5.3L/min/m²,只有115例(63.9%)的CI在上述标准范围内。在72名心脏功能不全患者中,用库比克公式计算,20例(27.8%)患者的CI < 2.0L/min/m²。在这20例中,9例CI < 1.5L/min/m²,4例CI < 1.1L/min/m²。相比之下,用平方根公式计算,72名患者中无一例CI < 2.0L/min/m²。此外,平方根公式计算的CI受胸围的影响比库比克公式计算的CI小。
与用库比克公式计算的CI相比,用平方根公式计算的CI具有更好的正常范围值,对心脏功能不全患者更准确,且受胸围影响更小。