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首页> 外文期刊>Journal of clinical monitoring and computing >Analysis and compensation for errors in electrical impedance tomography images and ventilation-related measures due to serial data collection
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Analysis and compensation for errors in electrical impedance tomography images and ventilation-related measures due to serial data collection

机译:由于串行数据收集,电阻断层扫描图像和通风相关措施的误差分析和补偿

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Electrical impedance tomography (EIT) is increasingly being used as a bedside tool for monitoring regional lung ventilation. However, most clinical systems use serial data collection which, if uncorrected, results in image distortion, particularly at high breathing rates. The objective of this study was to determine the extent to which this affects derived parameters. Raw EIT data were acquired with the GOE-MF II EIT device (CareFusion, Hochberg, Germany) at a scan rate of 13 images/s during both spontaneous breathing and mechanical ventilation. Boundary data for periods of undisturbed tidal breathing were corrected for serial data collection errors using a Fourier based algorithm. Images were reconstructed for both the corrected and original data using the GREIT algorithm, and parameters describing the filling characteristics of the right and left lung derived on a breath by breath basis. Values from the original and corrected data were compared using paired t-tests. Of the 33 data sets, 23 showed significant differences in filling index for at least one region, 11 had significant differences in calculated tidal impedance change and 12 had significantly different filling fractions (p = 0.05). We conclude that serial collection errors should be corrected before image reconstruction to avoid clinically misleading results.
机译:电阻抗断层扫描(EIT)越来越多地被用作监测区域肺气通风的床头垫片。然而,大多数临床系统使用串行数据收集,如果未校正,则导致图像失真,特别是在高呼吸率。本研究的目的是确定这影响导出参数的程度。在自发呼吸和机械通风中,使用GOE-MF II EIT设备(Carefusion,Hochberg,德国)使用GOE-MF II EIT设备(Carefusion,Hochberg,德国)获得了原始的EIT数据。使用傅里叶基算法校正了串行数据收集误差的不受干扰潮汐呼吸周期的边界数据。使用攀岩算法的校正和原始数据重建图像,以及描述右侧的填充特性和左肺的参数通过呼吸源于呼吸。使用配对的T检验进行比较原始和校正数据的值。在33个数据集中,23显示出至少一个区域的填充指数的显着差异,11在计算的潮汐阻抗变化中具有显着的差异,并且12具有显着不同的填充馏分(P = 0.05)。我们得出结论,在图像重建之前应该纠正串行收集误差,以避免临床误导结果。

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