用于远程医疗的准确心电r峰检测

Yangdong Liao, Rudakova Na, Derek Rayside
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引用次数: 16

摘要

心电图(ECGs)通常在临床环境中由医疗专业人员使用连接在患者身上的12根导线记录。我们的行业合作伙伴开发了一种供患者在家使用的单导联心电图机。然后,患者可以将这些读数发送给远程医生。这些机器的目标是使医疗专业知识更容易获得、更实惠、更方便。与临床记录的12导联心电图相比,单导联患者记录的心电图受基线徘徊和高频噪声的影响较大。准确的r峰检测是心电分析的重要步骤。在过去,针对标准的临床十二导联心电图记录,提出了多种方法。在这项研究中,我们提出了一种新的单导联移动心电记录r峰检测算法。我们基于区域的方法是建立在QRS复合体通常又窄又高的理解基础上的,因此在这些位置周围的曲线上有大片区域。该算法实现简单,计算效率高,且不需要任何信号预处理。这种概念上的简单性是我们的方法区别于现有解决方案的一个特点。我们根据患者从单导联便携式设备收集的数据评估了我们的算法,并获得了99.4%的准确率和99.4%的召回率。MIT/BIT心律失常数据库的12导联临床心电图记录也被用来验证我们的算法。在这个数据集上,我们获得了99.3%的精度和98.6%的召回率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accurate ECG R-peak detection for telemedicine
Electrocardiograms (ECGs) are usually recorded in a clinical setting by medical professionals using twelve leads attached to the patient. Our industry partner has developed a single-lead ECG machine for use by patients at home. Patients can then send these readings to remote doctors. The goal of the machines is to make medical expertise more accessible, affordable, and convenient. The ECGs recorded by patients with a single-lead suffer greatly from baseline wandering and high frequency noises, as compared to ECGs recorded with twelve-leads in a clinical setting. Accurate R-peak detection is an important step in ECG analysis. A variety of methods have been proposed in the past against standard clinical twelve-lead ECG recordings. In this study, we propose a new R-peak detection algorithm for single-lead mobile ECG recordings. Our area-based approach is built on the understanding that QRS complexes are typically narrow and tall, resulting in large areas over the curve around these locations. Our algorithm is simple to implement, computationally efficient, and does not require any signal pre-processing. This conceptual simplicity is a quality that distinguishes our approach from existing solutions. We evaluated our algorithm against data collected by patients from single-lead portable devices, and yielded 99.4% precision and 99.4% recall. The MIT/BIT Arrhythmia Database of twelve-lead clinical ECG recordings was also used to verify our algorithm. On this dataset we obtained a precision of 99.3% and recall of 98.6%.
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