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首页> 外文期刊>Particle & Particle Systems Characterization: Measurement and Description of Particle Properties and Behavior in Powders and Other Disperse Systems >Mean particle diameters.Part III:an empirical evaluation of integration and summation methods for estimating mean particle diameters from histogram data
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Mean particle diameters.Part III:an empirical evaluation of integration and summation methods for estimating mean particle diameters from histogram data

机译:平均粒径第三部分:从直方图数据估计平均粒径的积分和求和方法的实证评估

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摘要

Mean particle diameters of histograms of size distributions were estimated by integration and by summation over the histogram intervals using several,partly model,size distributions.The summation method,used in the Moment-Ratio(M-R) method,tends to be more accurate than the Integration method and is less sensitive to low values of the lower limit of size distributions.The mathematical equations for the Integration method appear to be didficult to apply indaily practice and their complexity may easily hide the physical background of a meanparticle diameter.The Integration approach leads to peculiar saw-tooth shaped histograms,which makes the calculation of (histograms of)density distriubtions of other particle quantities irreversible and the calcualtion of mean diameters ambiguous.The Summation method equations are straightforward and generally applicable.Owing to the use of midpoints of particle size classes,the method is both unambiguous and reversible.The order of a mean diameter appears to be a useful quantity for the visualization of properties of methods to estimate meanparticle diameters.The Summation method is therefore proposed as the method of choice for standardization.
机译:使用几个部分模型的尺寸分布,通过积分和对直方图间隔进行求和,可以估算出尺寸分布的直方图的平均粒径。求和方法比Moment-Ratio(MR)方法要精确得多。积分法对尺寸分布下限的低值不太敏感。积分法的数学方程似乎很难每天应用于实践中,其复杂性很容易掩盖平均粒径的物理背景。特殊的锯齿形直方图,这使得其他粒子数量的密度分布(直方图)的计算不可逆,平均直径的计算也变得模棱两可。求和方法方程式简单易行,普遍适用。由于使用了粒子的中点尺寸类别,该方法既明确又可逆。平均直径应用的顺序耳朵对于可视化估计平均粒径的方法的属性是有用的量。因此建议将求和法作为标准化的选择方法。

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