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Use of a mathematical model in the analysis of survival curves of Daphnia magna exposed to toxicants

机译:数学模型在暴露于有毒物质的水蚤的生存曲线分析中的应用

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Chronic toxicity tests carried out on species of the genus Daphnia (Crustacea: Cladocera) are bioassays commonly used in ecotoxicology. Mortality in the cohorts exposed to toxicants can be examined by the analysis of survival curves. The shape of these curves may be very different because of inter-individual heterogeneity: the less rectangular is the shape the more different is the probability of dying of daphnids in the cohort. Aim of this paper is to analyze the characteristics―in particular the shape―of survival curves of cohorts of Daphnia magna exposed to heavy metals in chronic toxicity tests. Experimental curves were fitted by a mathematical model recently proposed, which puts emphasis just on this heterogeneity, described by the parameter of the model S_0. The information contained in S_0 is very useful for the present purposes: the higher the value of S_0 the less rectangular the shape of the curve and, as a consequence, the higher the age-at-death heterogeneity of the cohort is thought to be. The model contains a second parameter, ω, representing the maximum potential ability of the individuals to survive in a specific environment and is related with the maximal life span. The model fitted well the survival curves in most cases and both S_0 and ω showed statistically different values between treatments, useful for comparisons. It was concluded that S_0 provides a quantitative estimation of curve "rectangularization", useful to check different sensitivities to a specific toxicant concentration among daphnids belonging to the same cohort, while ω provides an estimate of maximal life span.
机译:对水蚤属(甲壳纲:Cladocera)的物种进行的慢性毒性试验是生态毒理学中常用的生物测定法。可以通过生存曲线分析来检查暴露于有毒物质的队列中的死亡率。由于个体之间的异质性,这些曲线的形状可能会非常不同:矩形越少,该队列中水蚤死亡的可能性就越大。本文的目的是分析在慢性毒性试验中暴露于重金属的大型蚤(Daphnia magna)的存活曲线的特征,尤其是形状。实验曲线由最近提出的数学模型拟合,该数学模型仅强调这种异质性,由模型S_0的参数描述。 S_0中包含的信息对于当前目的非常有用:S_0的值越高,曲线的矩形越少,因此,该队列的死亡年龄异质性越高。该模型包含第二个参数ω,代表个体在特定环境中生存的最大潜在能力,并且与最大寿命相关。该模型在大多数情况下均能很好地拟合生存曲线,并且S_0和ω在治疗之间均显示出统计学上不同的值,可用于比较。结论是,S_0提供了对“矩形化”曲线的定量估计,可用于检查属于同一队列的水蚤中对特定毒物浓度的不同敏感性,而ω提供最大寿命的估计。

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