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小型啮齿动物密度变化的梯度:纬度和积雪覆盖的重要性。

Gradients in density variations of small rodents: the importance of latitude and snow cover.

作者信息

Hansson Lennart, Henttonen Heikki

机构信息

Department of Wildlife Ecology, Swedish University of Agricultural Scienes, S-750 07, Uppsala, Sweden.

Department of Zoology and Kilpisjärvi Biological Station, University of Helsinki, P. Rautatiekatu 13, SF-00100, Helsinki 10, Finland.

出版信息

Oecologia. 1985 Oct;67(3):394-402. doi: 10.1007/BF00384946.

DOI:10.1007/BF00384946
PMID:28311574
Abstract

Microtine rodents are known to show extreme population variations (cycles) but non-cyclic populations have also been recognized during recent years. The cyclic populations have been widely thought to be regulated by intrinsic mechanisms. However, such predictions for cyclic populations are usually not applicable to non-cyclic ones and extrinsic factors may have to be included in any explanation.A hypothesis that the degree of fluctuations in small rodent numbers is related to the sustainable number of generalist predators was tested on mainly literature data by computing "indices of cyclicity" for local populations. These indices were related to latitude and snow cover (two measures) as these variables will affect the amount of alternative prey available for these generalists. Within Fennoscandia such indices for Clethrionomys glareolus and Microtus agrestis were clearly positively related to latitude and snow cover. The fraction of populations with summer declines in numbers, characterizing highly cyclic populations, increased in the same way. Cyclicity indices in Great Britain were similar to those in southern Fennoscandia, both areas being poor in snow, but were higher at the same latitudes in eastern Europe with more snow. Indices of density variations were generally low in North American Clethrionomys species and very variable in Microtus species.The gradients observed and differences between continents are interpreted as due to microtine-vegetation interactions in northern European areas poor in generalist predators but with important small mustelid predation, and to similar snowshoe hare-vegetation interactions in mainly Canada-Alaska, where small rodents may serve as alternative prey for numerically fluctuating hare predators, at least in the forests. Western European microtine populations, and probably many others, seem to be regulated by generalist predators.

摘要

已知田鼠类啮齿动物会表现出极端的种群波动(周期变化),但近年来也识别出了非周期性种群。周期性种群一直被广泛认为是由内在机制调节的。然而,这种对周期性种群的预测通常不适用于非周期性种群,任何解释都可能必须纳入外部因素。一个关于小型啮齿动物数量波动程度与广食性捕食者可持续数量相关的假说,主要通过计算当地种群的“周期性指数”,依据文献数据进行了检验。这些指数与纬度和积雪覆盖(两种测量指标)相关,因为这些变量会影响这些广食性动物可获得的替代猎物数量。在芬诺斯堪的亚地区,棕背䶄和普通田鼠的此类指数与纬度和积雪覆盖明显呈正相关。数量在夏季下降的种群比例,这是高度周期性种群的特征,也以同样的方式增加。英国的周期性指数与芬诺斯堪的亚南部地区相似,这两个地区积雪都较少,但在积雪更多的东欧相同纬度地区,指数更高。北美棕背䶄物种的密度变化指数总体较低,而田鼠物种的指数变化很大。观察到的梯度以及各大洲之间的差异被解释为,在北欧地区,由于广食性捕食者较少,但小型鼬科动物捕食作用重要,存在田鼠与植被的相互作用;而在主要是加拿大 - 阿拉斯加地区,存在类似的雪兔与植被的相互作用,在那里小型啮齿动物可能至少在森林中作为数量波动的雪兔捕食者的替代猎物。西欧的田鼠种群,可能还有许多其他种群,似乎是由广食性捕食者调节的。

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本文引用的文献

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Seed production and outbreaks of non-cyclic rodent populations in deciduous forests.落叶林中非周期性啮齿动物种群的种子生产与爆发
Oecologia. 1982 Aug;54(2):184-192. doi: 10.1007/BF00378391.
2
Composition of cyclic and non-cyclic vole populations: On the causes of variation in individual quality among Clethrionomys glareolus in Sweden.环颈田鼠和非环颈田鼠种群的组成:关于瑞典棕背䶄个体质量差异的原因
Oecologia. 1984 Aug;63(2):199-206. doi: 10.1007/BF00379878.
3
Role of predation in short-term population fluctuations of some birds and mammals in Fennoscandia.
一种专业捕食者在啮齿动物种群周期中的季节性作用:北极地区白鼬与旅鼠的相互作用
Ecology. 2025 Jan;106(1):e4512. doi: 10.1002/ecy.4512.
4
Climate-driven context-dependent structure of population cycles.气候驱动的种群周期的情境依赖结构
R Soc Open Sci. 2024 Aug 28;11(8):240047. doi: 10.1098/rsos.240047. eCollection 2024 Aug.
5
How do microtine rodent abundance, snow and landscape parameters influence pine marten population dynamics?田鼠类啮齿动物的数量、积雪和景观参数如何影响松貂的种群动态?
Ecol Evol. 2024 Aug 21;14(8):e70201. doi: 10.1002/ece3.70201. eCollection 2024 Aug.
6
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Numerical Response of Owls to the Dampening of Small Mammal Population Cycles in Latvia.拉脱维亚猫头鹰对小型哺乳动物种群数量周期波动的数值响应
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