通过平滑心间期图评估心率变异性的经验

Marina Nikulina, V. Antonets
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引用次数: 0

摘要

本研究的目的是展示使用平滑心间期图(CIG)方法分离和显示人体生理调节系统的各种机制对心率的影响的可能性,该方法仅对CIG进行时域分析。方法。本文介绍了用移动平均法对心电间隔图进行平滑处理的可能性,并将其分解为慢速分量和快速分量。分解结果通过线形图和伪相位图可视化。可视化设置允许我们隔离唯一的瞬变并计算其时间。该方法适用于在不同主体功能状态下获得的数据,这些数据在适应风险水平、存在或不存在压力方面存在差异。为了进行分析,选择了使用事件相关心脏遥测(ITT ERCT)的信息和电信技术检测的应激事件,该技术由互联网资源“stress monitor”提供。结果。对于rr区间的数值序列,得到了快慢分量的明确划分。一种算法识别频率内容的心率变异性已制定和测试。提出了一种便于比较不同患者数据的可视化方法。发现了与应力开始时刻相对应的伪相图。该方法降低了识别应力开始时刻的离散性,从10秒到单次心跳。结论。验证了ITT ERCT方法和Baevsky-Chernikova自适应风险概念的一致性。这证实了使用时间心间期图平滑法分析心率变异性的可能性。
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Experience in assessing heart rate variability by smoothed cardiointervalograms
The objective of this study is to show the possibility of using the smoothing cardiointervalograms (CIG) method which is solely time domain analysis of CIG to separate and display the influence of various mechanisms of human physiological regulation systems on his heart rate. Methods.This paper shows the possibility of using the method of smoothing the cardiointervalogram by means of a moving average for its subsequent decomposition into slow and fast components. Decomposition results are visualized by line graphs and pseudo-phase portraits. Visualization settings allow us to isolate unique transients and calculate its timing. The method is applied to data obtained under different subject functional states and differing in the level of adaptation risks, the presence or absence of stress. For analysis were selected stress episodes detected using the information and telecommunication technology of event-related cardiac telemetry (ITT ERCT) presented by the Internet resource “StressMonitor”. Results.For the numerical series of RR-intervals, a clear division into fast and slow components is obtained. An algorithm for identifying the frequency content of heart rate variability has been formulated and tested. A visualization method is proposed that is convenient for comparing data obtained for different patients. A pseudo-phase portrait pattern corresponding to the moment of stress onset is found. The proposed method reduced the discreteness of identifying the stress onset moment from 10 seconds to single heart beats. Conclusion. The correspondence of the results to the verified ITT ERCT method and the Baevsky–Chernikova concept of adaptive risk has been demonstrated. This confirms the possibility of using the time cardiointervalograms smoothing method for the analysis of heart rate variability.
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来源期刊
CiteScore
1.20
自引率
25.00%
发文量
47
期刊介绍: Scientific and technical journal Izvestiya VUZ. Applied Nonlinear Dynamics is an original interdisciplinary publication of wide focus. The journal is included in the List of periodic scientific and technical publications of the Russian Federation, recommended for doctoral thesis publications of State Commission for Academic Degrees and Titles at the Ministry of Education and Science of the Russian Federation, indexed by Scopus, RSCI. The journal is published in Russian (English articles are also acceptable, with the possibility of publishing selected articles in other languages by agreement with the editors), the articles data as well as abstracts, keywords and references are consistently translated into English. First and foremost the journal publishes original research in the following areas: -Nonlinear Waves. Solitons. Autowaves. Self-Organization. -Bifurcation in Dynamical Systems. Deterministic Chaos. Quantum Chaos. -Applied Problems of Nonlinear Oscillation and Wave Theory. -Modeling of Global Processes. Nonlinear Dynamics and Humanities. -Innovations in Applied Physics. -Nonlinear Dynamics and Neuroscience. All articles are consistently sent for independent, anonymous peer review by leading experts in the relevant fields, the decision to publish is made by the Editorial Board and is based on the review. In complicated and disputable cases it is possible to review the manuscript twice or three times. The journal publishes review papers, educational papers, related to the history of science and technology articles in the following sections: -Reviews of Actual Problems of Nonlinear Dynamics. -Science for Education. Methodical Papers. -History of Nonlinear Dynamics. Personalia.
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