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双曲线传热模型在心房颤动微波消融中的应用

[Application of hyperbolic heat transfer model in atrial fibrillation microwave ablation].

作者信息

Zhang Meng, Tian Zhen, Cheng Yanyan, Liu Hongxing, Nan Qun

机构信息

Department of Biomedical Engineering, Faculty of Environment and Life, Beijing University of Technology, Beijing 100124, P.R.China.

Intelligent Physiological Measurement and Clinical Translation, Beijing International Base for Scientific and Technological Cooperation, Beijing 100124, P.R.China.

出版信息

Sheng Wu Yi Xue Gong Cheng Xue Za Zhi. 2021 Oct 25;38(5):885-892. doi: 10.7507/1001-5515.202009084.

Abstract

The effect of relaxation time in hyperbolic heat transfer model on the temperature field of microwave ablation of atrial fibrillation was investigated. And the results were compared with those calculated by Pennes model. A three-dimensional model of microwave ablation of atrial fibrillation was constructed. The relaxation time ( ) was 0, 1, 5, 8, 10, 15 and 20 s, respectively. And the temperature field of myocardial tissue was obtained. The results showed that the highest temperature of the hyperbolic model was 21.8 ℃ lower than that of the Pennes model at the beginning of ablation. With the increase of ablation time, the highest temperature tended to be the same. The lesion dimensions appeared at 3, 4, 6, 7, 8, 9, and 10 s, respectively after ablation. Therefore, the influence of hyperbolic model on temperature will decrease with the increase of the ablation time. At the beginning of ablation, the relaxation time will hinder the speed of myocardial thermal diffusion. The larger the relaxation time is, the slower the speed of thermal diffusion is. This study provides a reference for the application of hyperbolic model in microwave ablation of atrial fibrillation.

摘要

研究了双曲热传导模型中的弛豫时间对心房颤动微波消融温度场的影响,并将结果与彭尼斯模型计算的结果进行了比较。构建了心房颤动微波消融的三维模型,弛豫时间( )分别为0、1、5、8、10、15和20秒,获得了心肌组织的温度场。结果表明,在消融开始时,双曲模型的最高温度比彭尼斯模型低21.8℃。随着消融时间的增加,最高温度趋于相同。消融后分别在3、4、6、7、8、9和10秒出现损伤尺寸。因此,双曲模型对温度的影响会随着消融时间的增加而减小。在消融开始时,弛豫时间会阻碍心肌热扩散速度,弛豫时间越大,热扩散速度越慢。本研究为双曲模型在心房颤动微波消融中的应用提供了参考。

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