首页> 外文期刊>Journal of Geophysical Research, C. Oceans: JGR >A model for partitioning the light absorption coefficient of natural waters into phytoplankton, nonalgal particulate, and colored dissolved organic components: A case study for the Chesapeake Bay
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A model for partitioning the light absorption coefficient of natural waters into phytoplankton, nonalgal particulate, and colored dissolved organic components: A case study for the Chesapeake Bay

机译:将天然水的光吸收系数划分为浮游植物,非藻类颗粒和有色溶解有机成分的模型:以切萨皮克湾为例

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We present a model, referred to as Generalized Stacked-Constraints Model (GSCM), for partitioning the total light absorption coefficient of natural water (with pure-water contribution subtracted), a_(nw)(λ), into phytoplankton, a_(ph)(λ), nonalgal particulate, a_d(λ), and CDOM, a_g(λ), components. The formulation of the model is based on the so-called stacked-constraints approach, which utilizes a number of inequality constraints that must be satisfied simultaneously by the model outputs of component absorption coefficients. A major advancement is that GSCM provides a capability to separate the a_d(λ) and a_g(λ) coefficients from each other using only weakly restrictive assumptions about the component absorption coefficients. In contrast to the common assumption of exponential spectral shape of a_d(λ) and a_g(λ) in previous models, in our model these two coefficients are parameterized in terms of several distinct spectral shapes. These shapes are determined from field data collected in the Chesapeake Bay with an ultimate goal to adequately account for the actual variability in spectral shapes of a_d(λ) and a_g(λ) in the study area. Another advancement of this model lies in its capability to account for potentially nonnegligible magnitude of a_d(λ) in the near-infrared spectral region. Evaluation of model performance demonstrates good agreement with measurements in the Chesapeake Bay. For example, the median ratio of the model-derived to measured a_d(λ), a_g(λ), and a_(ph)(λ) at 443 nm is 0.913, 1.064, and 1.056, respectively. Whereas our model in its present form can be a powerful tool for regional studies in the Chesapeake Bay, the overall approach is readily adaptable to other regions or bio-optical water types.
机译:我们提出了一个模型,称为广义堆叠约束模型(GSCM),用于将天然水的总光吸收系数(减去纯水贡献)a_(nw)(λ)划分为浮游植物a_(ph )(λ),非藻类颗粒a_d(λ)和CDOM,a_g(λ)成分。模型的建立基于所谓的堆叠约束方法,该方法利用了许多不等式约束,组件吸收系数的模型输出必须同时满足这些不等式约束。一个主要的进步是,GSCM提供了仅使用关于组分吸收系数的弱限制性假设将a_d(λ)和a_g(λ)系数彼此分离的功能。与先前模型中a_d(λ)和a_g(λ)的指数光谱形状的一般假设相反,在我们的模型中,这两个系数是根据几种不同的光谱形状进行参数化的。这些形状是根据切萨皮克湾(Chesapeake Bay)收集的野外数据确定的,其最终目标是充分考虑研究区域a_d(λ)和a_g(λ)的光谱形状的实际变化。该模型的另一个进步在于它能够解决近红外光谱区域中a_d(λ)的潜在不可忽略的幅度。对模型性能的评估证明与切萨皮克湾的测量结果吻合良好。例如,模型在443 nm处的测量值与测量值a_d(λ),a_g(λ)和a_(ph)(λ)的中值比分别为0.913、1.064和1.056。尽管我们目前的模型可以成为切萨皮克湾区域研究的有力工具,但整体方法很容易适应其他区域或生物光学水类型。

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