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首页> 外文期刊>Cytologia : International journal of cytology >Chromosome Analysis and Morphometric of Croslet Horseshoe Bat, Rhinolophus coelophyllus and Least Horseshoe Bat, Rhinolophus pusillus (Chiroptera, Rhinolophidae)
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Chromosome Analysis and Morphometric of Croslet Horseshoe Bat, Rhinolophus coelophyllus and Least Horseshoe Bat, Rhinolophus pusillus (Chiroptera, Rhinolophidae)

机译:铬蛋白酶蝙蝠,鼻窦蝙蝠和最少马蹄蝙蝠,鼻咽豆类(Chiroptera,鼻咽癌)的染色体分析和形态学

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摘要

Chromosome and morphometric analyses of the croslet horseshoe bat (Rhinolophus coelophyllus) and least horseshoe bat (R. pusillus) from Northeast of Thailand were studied. Bat chromosome preparations were conducted by squash technique from bone marrow and testis. Conventional staining and Ag-NOR banding techniques were applied to stain the chromosomes. The results showed that the diploid chromosome number of R. coelophyllus and R. pusillus were 2n=62, and the fundamental number (NF) were 64 in both species. The types of autosomes observed were 26 large telocentric, 12 medium telocentric, and 22 small telocentric chromosomes in R. coelophyllus and R. pusillus. The X-chromosome was a largest acrocentric chromosome and the Y-chromosome was a small acrocentric chromosome in both species. NORs are located at the secondary constriction near the centromere on the long arm of the large acrocentric chromosome pair 13 in R. coelophyllus and R. pusillus. We found that during metaphase I the homologous chromosomes showed synapsis, which can be defined as 31 bivalents. Six external morphological characters were measured as well as 13 cranial and dental measurements. The karyotype formulae were as follows:
机译:研究了来自泰国东北的克罗斯特马蹄蝙蝠(鼻孔Coelophyllus)和最少的马蹄蝙蝠(R. pusillus)的染色体和形态学分析。蝙蝠染色体制剂由来自骨髓和睾丸的壁球技术进行。施用常规染色和AG-NOR带状技术以染色染色体。结果表明,二倍体染色体的R.CoOpcyhyllus和R. pusillus的数量为2N = 62,并且两种物种中的基本数(NF)为64个。观察到的自体类型为26个大遥控度,12中等遥测,以及在R.Coovehyllus和R. pusillus中的22次小遥控度染色体。 X-染色体是最大的上生染色体,Y-染色体在这两种物种中是一个小型上垂染色体。 nors位于克洛克洛斯和枸杞中的大型上注染色体对13的长臂上的焦点附近的二次收缩。我们发现在中期期间,在中期I期间,同源染色体显示出突触,其可以定义为31个二价。测量六种外部形态特征以及13个颅脑和牙科测量。核型公式如下:

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