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Comparison of data analysis procedures for real-time nanoparticle sampling data using classical regression and ARIMA models

机译:使用经典回归和ARIMA模型比较实时纳米颗粒采样数据的数据分析程序

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Real-time monitoring is necessary for nanoparticle exposure assessment to characterize the exposure profile, but the data produced are autocorrelated. This study was conducted to compare three statistical methods used to analyze data, which constitute autocorrelated time series, and to investigate the effect of averaging time on the reduction of the autocorrelation using field data. First-order autoregressive (AR(1)) and autoregressive-integrated moving average (ARIMA) models are alternative methods that remove autocorrelation. The classical regression method was compared with AR(1) and ARIMA. Three data sets were used. Scanning mobility particle sizer data were used. We compared the results of regression, AR(1), and ARIMA with averaging times of 1, 5, and 10min. AR(1) and ARIMA models had similar capacities to adjust autocorrelation of real-time data. Because of the non-stationary of real-time monitoring data, the ARIMA was more appropriate. When using the AR(1), transformation into stationary data was necessary. There was no difference with a longer averaging time. This study suggests that the ARIMA model could be used to process real-time monitoring data especially for non-stationary data, and averaging time setting is flexible depending on the data interval required to capture the effects of processes for occupational and environmental nano measurements.
机译:实时监测对于纳米颗粒的暴露评估是必要的,以表征暴露情况,但是产生的数据是自相关的。进行了这项研究,以比较用于分析数据的三种统计方法,这些方法构成了自相关时间序列,并使用现场数据研究了平均时间对自相关减少的影响。一阶自回归(AR(1))和自回归积分移动平均(ARIMA)模型是删除自相关的替代方法。将经典回归方法与AR(1)和ARIMA进行了比较。使用了三个数据集。使用扫描迁移率粒度仪数据。我们将回归,AR(1)和ARIMA的平均时间分别为1、5和10分钟进行了比较。 AR(1)和ARIMA模型具有类似的功能来调整实时数据的自相关。由于实时监控数据不稳定,因此ARIMA更合适。使用AR(1)时,必须转换为固定数据。平均时间较长没有区别。这项研究表明,ARIMA模型可以用于处理实时监视数据,尤其是对于非平稳数据,并且平均时间设置是灵活的,具体取决于捕获职业和环境纳米测量过程的效果所需的数据间隔。

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