Abstract

Published data on the body weight of capercaillie, Tetrao urogallus , from the region mostly situated north of 60° latitude were analyzed. With the addition of new estimates from some points in the species range one can see that the study area is almost exclusively populated by large individuals (cocks ≥ 4.0 kg, hens ≥ 2.0 kg). Taking all the populations included in the analysis as a whole, the body weight of birds changed independently of the geographic latitude and longitude. Apparently, the intra-species taxonomic heterogeneity in the study area was the main source of the spatial variability of body weight. If we remove the influence of the ≪taxonomy≫ factor by excluding the populations chiefly represented by small-size birds, the weight of males demonstrates a significant direct dependence on longitude and latitude, the one of females shows a slight direct correlation with geographical latitude only. These correlations allow interpreting the spatial variability of body weight in accordance with Bergmann's rule (for both sexes) and/or the rule of optimum (for males only). The nature of inter-population changes in the asymmetry of the frequency distributions of male body weight indicates the direction of the resultant effect of all (multidirectional) vectors of natural selection in accordance with these rules.

Highlights

  • Taking all the populations included in the analysis as a whole, the body weight of birds changed independently of the geographic latitude and longitude

  • The intra-species taxonomic heterogeneity in the study area was the main source of the spatial variability of body weight

  • If we remove the influence of the «taxonomy» factor by excluding the populations represented by small-size birds, the weight of males demonstrates a significant direct dependence on longitude and latitude, the one of females shows a slight direct correlation with geographical latitude only. These correlations allow interpreting the spatial variability of body weight in accordance with Bergmann's rule and/or the rule of optimum

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Summary

Западная Европа

По: Cramp, Simmons, 1980. 1974 Анненков, 1995 Борщевский, 1990 Семенов-Тян-Шанский, 1960 Данная работа Данная работа Романов, 1979 Воронин, Бешкарев, 1995 Данная работа Марунин, 1977 Петункин, 1978 Романов, 1979 Семенов-Тян-Шанский, 1960 Данилов, 1965 н. *Источник характеризует величину выборки лишь для всей Финляндии в целом, хотя средние оценки веса даны по каждому из трех указанных регионов; н. С этой целью нами изучены частотные распределения веса глухаря из некоторых точек видового ареала. При этом основное внимание концентрировалось на характере и величинах асимметрии этих распределений, поскольку именно они представляются наиболее информативными при изучении микроэволюционных процессов с помощью морфологических исследований внешних признаков животных [Рожков, Проняев, 1994]

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