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Comparison of two wood plastic composite extruders using bootstrap confidence intervals on measurements of sample failure data

机译:使用Bootstrap置信区间比较两个木塑复合材料挤出机的样品失效数据

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Purpose: To compare the modulus of elasticity (MOE) and the modulus of rupture (MOR) of the wood plastic composite board from two production lines using the confidence intervals of the percentiles by the application of bootstrapping. Summary: Bootstrapping is a computer-intensive re-sampling method used to estimate statistical properties which are difficult to estimate analytically and the method is free from parametric assumptions however can be used when parametric assumptions are necessary. There may be situations when parametric distributions are known, it may be difficult to estimate certain statistic. Bootstrapping can be used in such situations. There are number of bootstrapping methods both parametric and non-parametric are available. The most commonly used method is to collect number of samples with replacement of the same size as that of the original sample. The statistic of interest is calculated from the subsamples and the distribution of the statistic is approximately found using histogram which is the bootstrap distribution. The parameters of interest can be calculated using this distribution. This paper illustrates the bootstrapping method, both parametric and non-parametric to derive the confidence intervals of many percentiles such as first, fifth and tenth which form important quality indices. The method is used to compare the perpendicular pressure required to permanently deform a wood plastic composite board (MOE) and the perpendicular pressure required to rupture the board (MOR). Samples were collected from two production lines to obtain MOE and MOR and bootstrapping is used to compare the results.
机译:目的:使用自举法,使用百分位数的置信区间,比较两条生产线的木塑复合板的弹性模量(MOE)和断裂模量(MOR)。简介:引导程序是一种计算机密集型的重采样方法,用于估计难以进行分析估计的统计属性,并且该方法没有参数假设,但是可以在需要参数假设时使用。在某些情况下,当已知参数分布时,可能难以估计某些统计量。在这种情况下可以使用自举。有许多自举方法,包括参数和非参数两种。最常用的方法是收集一定数量的样本,并替换为与原始样本相同的大小。从子样本中计算出感兴趣的统计量,并使用作为引导分布的直方图大致找到该统计量的分布。使用此分布可以计算出感兴趣的参数。本文说明了自举方法(参数化和非参数化),以得出构成重要质量指标的许多百分位(例如第一,第五和第十位)的置信区间。该方法用于比较使木质塑料复合板永久变形所需的垂直压力和使木板断裂所需的垂直压力(MOR)。从两条生产线中收集样品以获得MOE和MOR,然后使用自举法比较结果。

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