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应激源对空间分布的集合种群承载能力的影响。

Effect of Stressors on the Carrying Capacity of Spatially Distributed Metapopulations.

出版信息

Am Nat. 2020 Aug;196(2):E46-E60. doi: 10.1086/709293. Epub 2020 Jun 10.

DOI:10.1086/709293
PMID:32673100
Abstract

Stressors such as antibiotics, herbicides, and pollutants are becoming increasingly common in the environment. The effects of stressors on populations are typically studied in homogeneous, nonspatial settings. However, most populations in nature are spatially distributed over environmentally heterogeneous landscapes with spatially restricted dispersal. Little is known about the effects of stressors in these more realistic settings. Here, we combine laboratory experiments with novel mathematical theory to rigorously investigate how a stressor's physiological effect and spatial distribution interact with dispersal to influence population dynamics. We prove mathematically that if a stressor increases the death rate and/or simultaneously decreases the population growth rate and yield, a homogeneous distribution of the stressor leads to a lower total population size than if the same amount of the stressor was heterogeneously distributed. We experimentally test this prediction on spatially distributed populations of budding yeast (). We find that the antibiotic cycloheximide increases the yeast death rate but reduces the growth rate and yield. Consistent with our mathematical predictions, we observe that a homogeneous spatial distribution of cycloheximide minimizes the total equilibrium size of experimental metapopulations, with the magnitude of the effect depending predictably on the dispersal rate and the geographic pattern of antibiotic heterogeneity. Our study has implications for assessing the population risk posed by pollutants, antibiotics, and global change and for the rational design of strategies for employing toxins to control pathogens and pests.

摘要

压力源,如抗生素、除草剂和污染物,在环境中变得越来越常见。压力源对种群的影响通常在均质的非空间环境中进行研究。然而,自然界中的大多数种群在环境异质的景观中呈空间分布,并且扩散受到限制。对于这些更现实的环境中压力源的影响,我们知之甚少。在这里,我们结合实验室实验和新颖的数学理论,严格研究了压力源的生理效应和空间分布如何与扩散相互作用,从而影响种群动态。我们从数学上证明,如果压力源增加死亡率和/或同时降低种群增长率和产量,那么压力源的均匀分布会导致总种群数量低于相同数量的压力源呈异质分布的情况。我们在() budding yeast 的空间分布种群中实验性地检验了这一预测。我们发现抗生素环己酰亚胺会增加酵母的死亡率,但会降低其增长率和产量。与我们的数学预测一致,我们观察到环己酰亚胺的均匀空间分布使实验集合种群的总平衡规模最小化,其影响的大小可根据扩散率和抗生素异质性的地理模式进行预测。我们的研究对于评估污染物、抗生素和全球变化对种群的风险以及合理设计利用毒素控制病原体和害虫的策略具有重要意义。

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