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Features extraction from vital signs to characterize acute respiratory distress syndrome

机译:从生命体征中提取特征以表征急性呼吸窘迫综合征

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Acute Respiratory Distress Syndrome (ARDS) is a crucial pathology affecting 40% of patients, and may cause mortality. However, there is a lack in the literature in characterizing it using vital signs. Thus, the aim of this study is to characterize the ARDS using different time series data, and to find out linear and non-linear parameters that can differentiate statistically between subjects who are going to develop ARDS and others who do not. For this purpose, three vital signs are considered that are the heart rate, the respiratory rate and the oxygen saturation. These signals are used for the simplicity of the procedure of acquisition from patients without disturbing them. From these signals, windows having different lengths (12, 18, 24 and 30 hours) are taken from the end of the signals or before the onset of ARDS. Then, Linear and non-linear parameters were extracted, as mean, standard deviation, skewness, sample entropy, detrended fluctuation analysis, poincare plot, and others. Statistical analysis was performed using the kolmogorov-smirnov test. Results show that sample entropy and detrended fluctuation analysis presented significant difference between ARDS and non-ARDS groups over almost all the windows for heart rate and respiratory rate, while oxygen saturation presented different parameters for each window as a, kurtosis, SD2 and both factors from the detrended fluctuation analysis. Therefore, ARDS can be modeled using parameters extracted from time series data in order to implement prediction algorithms.
机译:急性呼吸窘迫综合症(ARDS)是影响40%患者的重要病理,可能导致死亡。但是,文献中缺乏使用生命体征对其进行表征的文献。因此,本研究的目的是使用不同的时间序列数据来表征ARDS,并找出可以在统计学上区分将要发展ARDS的受试者和不发展ARDS的受试者的线性和非线性参数。为此,考虑了三个生命体征,即心率,呼吸频率和氧饱和度。这些信号用于简化从患者采集的过程,而不会打扰他们。从这些信号中,从信号结束时或在ARDS发作之前,获取具有不同长度(12、18、24和30小时)的窗口。然后,提取线性和非线性参数,包括平均值,标准偏差,偏度,样本熵,去趋势波动分析,庞加莱图等。使用kolmogorov-smirnov检验进行统计分析。结果表明,样本熵和去趋势波动分析显示,在几乎所有心率和呼吸率窗口中,ARDS组和非ARDS组之间存在显着差异,而氧饱和度在每个窗口中呈现出不同的参数,包括峰度,峰度,SD2和来自去趋势波动分析。因此,可以使用从时间序列数据中提取的参数对ARDS进行建模,以实现预测算法。

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