Computer simulation of particle overlap in fiber count samples.

C. C. Chen, T. Yu, T. Shih, P. Baron
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引用次数: 1

Abstract

Fibrous aerosols are of great importance to industrial hygienists because of the severe health risks that may be associated with inhaling such particles. Previous studies on measurement error due to overloading of fibers and nonfibrous particles on the collected sample indicate that a 100-1300 fiber/mm2 filter area is the best filter loading density to reduce bias in fiber counts. The present study investigated the upper fiber and particle concentration limits for reliable counting and identification and the possibility of a procedure for correcting observed fiber counts to account for fiber masking due to overlapping particles or fibers. A computer-generated grid was used to simulate the light microscope graticule field. The resolution of 2000 x 2000 was found to accurately represent the shape of the fibers and nonfibrous particles. Bivariate lognormal distributions were used to describe the length and width distributions of the fibers. The capability of distinguishing particle-overlapped fibers (defined as the resolution index), the coverage of the graticule field, the filter surface loading density, size distributions of fibers and particles, and the fiber-to-particle concentration ratio were the primary parameters in this study. The counting efficiency was found to consistently decrease with increasing filter surface loading density and decreasing resolution index. The recommended upper limit of filter surface fiber density depended not only on the number concentration ratio but also on the filter surface loading densities and size distributions of fibers and particles. The advantage of using a thoracic preseparator on counting efficiency was calculated and found to improve counting efficiency significantly when the count median diameter of nonfibrous particles was close to or larger than the thoracic 50% cutoff point of 10 microm.
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纤维计数样品中粒子重叠的计算机模拟。
纤维状气溶胶对工业卫生学家来说非常重要,因为吸入这种颗粒可能带来严重的健康风险。先前关于纤维和非纤维颗粒在采集样品上过载引起的测量误差的研究表明,100-1300纤维/mm2的过滤面积是减少纤维计数偏差的最佳过滤器负载密度。本研究调查了可靠计数和鉴定的纤维和颗粒浓度上限,以及校正观察到的纤维计数以解释由于重叠颗粒或纤维造成的纤维掩蔽的程序的可能性。利用计算机生成的网格模拟光学显微镜的光栅场。发现2000 × 2000的分辨率可以准确地表示纤维和非纤维颗粒的形状。双变量对数正态分布用于描述纤维的长度和宽度分布。区分颗粒重叠纤维的能力(定义为分辨率指数)、光栅场的覆盖率、过滤器表面负载密度、纤维和颗粒的尺寸分布以及纤维与颗粒的浓度比是本研究的主要参数。计数效率随着过滤器表面负载密度的增加和分辨率指数的降低而不断降低。建议的过滤器表面纤维密度上限不仅取决于数浓度比,还取决于过滤器表面负载密度、纤维和颗粒的尺寸分布。计算了胸廓预分离器在计数效率上的优势,发现当非纤维颗粒的计数中位数直径接近或大于胸廓50%截止点10微米时,计数效率显著提高。
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