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Application of the Beer-Lambert Model to Attenuation of Photosynthetically Active Radiation in a Shallow, Eutrophic Lake

机译:Beer-Lambert模型在浅水富营养化湖泊中光合有效辐射衰减中的应用

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摘要

Models of primary production in aquatic systems must include a means to estimate subsurface light. Such models often use the Beer-Lambert law, assuming exponential attenuation of light with depth. It is further assumed that the diffuse attenuation coefficient may be estimated as a summation of scattering/absorbing constituent concentrations multiplied by their respective specific attenuation coefficients. While theoretical deviations from these assumptions have been documented, it is useful to consider the empirical performance of this common approach. Photosynthetically active radiation (PAR) levels and water quality conditions were recorded weekly from six to eight monitoring stations in western Lake Erie between 2012 and 2016. Exponential PAR extinction models yielded a mean attenuation coefficient of 1.55m (interquartile range=0.74-1.90m). While more complex light attenuation models are available, analysis of residuals indicated that the simple Beer-Lambert model is adequate for shallow, eutrophic waters similar to western Lake Erie (R-20.9 for 96% of samples). Three groups of water quality variables were predictive of PAR attenuation: total and nonvolatile suspended particles, dissolved organic substances (dissolved organic carbon and chromophoric dissolved organic matter), and organic solids (volatile suspended solids and chlorophyll). Multiple regression models using these variables predicted 3-90% of the variability in PAR attenuation, with a median adjusted R-2=0.86. Explanatory variables within these groups may substitute for each other while maintaining similar model performance, indicating that various combinations of water quality variables may be useful to predict PAR attenuation, depending on availability within a model framework or monitoring program.
机译:水生系统初级生产的模型必须包括一种估算地下光的方法。这样的模型通常使用比尔-朗伯定律,假设光随深度呈指数衰减。进一步假设,可以将散射衰减系数估算为散射/吸收成分浓度的总和乘以它们各自的特定衰减系数。尽管已记录了与这些假设的理论偏差,但考虑这种通用方法的经验性能还是有用的。在2012年至2016年之间,每周从伊利湖西部的六个到八个监测站记录光合作用辐射(PAR)的水平和水质状况。指数PAR消光模型产生的平均衰减系数为1.55m(四分位间距= 0.74-1.90m) 。尽管可以使用更复杂的光衰减模型,但是对残差的分析表明,简单的Beer-Lambert模型适用于类似于伊利湖西部的浅水富营养化水(96%的样品R-2> 0.9)。三组水质变量可预测PAR的衰减:总悬浮颗粒和非挥发性悬浮颗粒,溶解的有机物质(溶解的有机碳和发色团溶解的有机物质)和有机固体(挥发性悬浮固体和叶绿素)。使用这些变量的多元回归模型预测了PAR衰减的3-90%,中位调整后R-2 = 0.86。这些组内的解释变量可以彼此替代,同时保持相似的模型性能,表明水质变量的各种组合可能对预测PAR衰减有用,这取决于模型框架或监控程序中的可用性。

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