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Using the power law size distribution to extrapolate and compare microplastic number and mass concentrations in environmental media
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Scientists have found that most studies measuring microplastic pollution actually miss the vast majority of particles because they can't detect the smallest ones—and when researchers use math to account for these tiny missed particles, the true number of microplastics in oceans and air is about 700 times higher than previously reported. This matters because tinier plastic particles are the ones most likely to enter our bodies and cells, so accurately counting them is a crucial step toward understanding real health risks and comparing pollution levels across different studies and locations.
Abstract Studies reporting environmental microplastic (MP) concentrations typically do so for variable MP size ranges, depending on sampling, processing and analytical detection methods. However, MP number concentrations in the environment increase exponentially with decreasing particle size. This leads to difficulties in intercomparison and extrapolation of studies, which is critical for data reviews, plastic dispersion modeling, and environmental and human health risk assessment. In this study, we summarize the current understanding of environmental MP particle size distribution (PSD), based on the power law model. We highlight how standard linear regression of the power law slope is strongly biased by data binning, and show that fitting a cumulative PSD (C-PSD) removes the binning bias. The existing MP size-alignment framework is extended to C-PSDs to extrapolate observed MP number and mass concentrations to the full MP size range (1 to 5000 μm, noted $$\:{MP}_{1-5000\mu\:m}^{}$$ ), or any other sub-size range. We confront the C-PSD power law model with 81 published ocean and atmosphere PSDs from the literature, compiled in the MPsizeBase open access database. We find that fitted power law slopes for fragments (-2.66 ± 0.68) are steeper than for fibers (-1.86 ± 0.36), reflecting fragmentation dimensionality. Among MP fragments, PSD slopes do not vary significantly between the atmosphere, surface and subsurface ocean. We further demonstrate that the large discrepancy between surface ocean MP concentrations measured by net tows and discrete, pumped samples arise primarily from their different minimum detectable MP sizes. After aligning datasets to a common size range, net tow and pumped MP fragment concentrations converge satisfactorily, while MP fiber concentration alignment is more uncertain due to fiber sampling loss and detection limitations. Across all 81 MP PSD datasets analysed, size-aligned $$\:{MP}_{1-5000\mu\:m}^{}$$ number and mass concentrations are respectively 700x and 3x higher than reported concentrations, reflecting the high abundance of small particles predicted by the power law PSD. Together, these findings imply that size extrapolation to a common range is essential to intercompare datasets and to distinguish environmental patterns from methodological artifacts.
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Using the power law size distribution to extrapolate and compare microplastic number and mass concentrations in environmental media
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Researchers developed a method using power law particle size distributions to extrapolate and compare microplastic concentrations across studies that sample different size ranges. They found that fragment size distributions are steeper than fiber distributions, reflecting different fragmentation processes, and that apparent discrepancies between surface ocean and deep water concentrations largely disappear when size ranges are aligned. The approach offers a standardized framework for comparing microplastic data across environmental studies.
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