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Cross-lake comparisons of physical and biological settling of phosphorus: A phosphorus budget model with Bayesian hierarchical approach

机译:磷的物理和生物沉降的跨湖比较:采用贝叶斯分级方法的磷收支模型

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Phosphorus (P) is viewed as one limiting factor for phytoplankton growth in freshwater lakes. Simple budget models are very efficient for cross-lakes comparisons, while neglecting key distinction between algal P and other forms. Here, a phosphorus budget model was developed to balance between process resolution and cross-system applicability, in which lake total phosphorus (TP) was divided into algal-bound P and other fractions. The model was tested for six lakes on the Yunnan Plateau, China and the Markov Chain Monte Carlo (MCMC) algorithm of Bayesian hierarchical inference was employed for parameters estimation. The model results showed that (a) both algal species composition and P loading are key factors that influence the efficiency of converting phosphorus into algal P; (b) variability of the settling velocity of non-algal P and algal P decreases with increasing TP concentrations, representing a lower capacity for restoration; and (c) settling velocity declined exponentially with the increase of trophic state index, indicating a potential rapid rise of P removal rates during eutrophication restoration. Two conceptual models were then proposed to identify the prior countermeasures for eutrophication restoration in the lakes: (a) for Conceptual Model II, e.g. Lake Lugu, increasing the physical settling of phosphorus should be given priority to; (b) for Conceptual Model I, including the other five lakes, increasing the biological settling of phosphorus should be paid extra attention. (C) 2016 Elsevier B.V. All rights reserved.
机译:磷(P)被认为是淡水湖泊中浮游植物生长的限制因素之一。简单的预算模型对于跨湖比较非常有效,而忽略了藻磷和其他形式之间的关键区别。在这里,开发了一个磷预算模型来平衡过程分辨率和跨系统适用性,在该模型中,湖泊总磷(TP)分为与藻类结合的P和其他部分。该模型在中国云南高原的六个湖泊上进行了测试,并使用贝叶斯层次推断的马尔可夫链蒙特卡洛(MCMC)算法进行参数估计。模型结果表明:(a)藻类的组成和磷的含量都是影响磷转化成磷的效率的关键因素; (b)随着TP浓度的增加,非藻类P和藻类P沉降速度的变化性降低,这表明其恢复能力较低; (c)沉降速度随着营养状态指数的增加而呈指数下降,这表明富营养化恢复过程中磷的去除率可能迅速上升。然后提出了两个概念模型来确定湖泊富营养化恢复的先前对策:(a)概念模型II,例如Lu沽湖,应优先增加磷的物理沉降; (b)对于概念模型I,包括其他五个湖泊,应特别注意增加磷的生物沉降。 (C)2016 Elsevier B.V.保留所有权利。

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