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果蝇体细胞中动粒和动粒纤维的超微结构。

The ultrastructure of the kinetochore and kinetochore fiber in Drosophila somatic cells.

作者信息

Maiato Helder, Hergert Polla J, Moutinho-Pereira Sara, Dong Yimin, Vandenbeldt Kristin J, Rieder Conly L, McEwen Bruce F

机构信息

Institute for Molecular and Cell Biology, Rua do Campo Alegre 823, 4150-180, Porto, Portugal.

出版信息

Chromosoma. 2006 Dec;115(6):469-80. doi: 10.1007/s00412-006-0076-2. Epub 2006 Aug 15.

Abstract

Drosophila melanogaster is a widely used model organism for the molecular dissection of mitosis in animals. However, despite the popularity of this system, no studies have been published on the ultrastructure of Drosophila kinetochores and kinetochore fibers (K-fibers) in somatic cells. To amend this situation, we used correlative light (LM) and electron microscopy (EM) to study kinetochores in cultured Drosophila S2 cells during metaphase, and after colchicine treatment to depolymerize all microtubules (MTs). We find that the structure of attached kinetochores in S2 cells is indistinct, consisting of an amorphous inner zone associated with a more electron-dense peripheral surface layer that is approximately 40-50 nm thick. On average, each S2 kinetochore binds 11+/-2 MTs, in contrast to the 4-6 MTs per kinetochore reported for Drosophila spermatocytes. Importantly, nearly all of the kinetochore MT plus ends terminate in the peripheral surface layer, which we argue is analogous to the outer plate in vertebrate kinetochores. Our structural observations provide important data for assessing the results of RNAi studies of mitosis, as well as for the development of mathematical modelling and computer simulation studies in Drosophila and related organisms.

摘要

黑腹果蝇是一种广泛用于动物有丝分裂分子剖析的模式生物。然而,尽管该系统很受欢迎,但尚未有关于体细胞中果蝇动粒和动粒纤维(K纤维)超微结构的研究发表。为了改善这种情况,我们使用相关光学显微镜(LM)和电子显微镜(EM)来研究培养的果蝇S2细胞在中期以及秋水仙碱处理使所有微管(MT)解聚后的动粒。我们发现S2细胞中附着的动粒结构不清晰,由一个无定形的内部区域和一个更电子致密的约40 - 50 nm厚的外周表面层组成。平均而言,每个S2动粒结合11±2根MT,这与报道的果蝇精母细胞每个动粒结合4 - 6根MT形成对比。重要的是,几乎所有动粒MT的正端都终止于外周表面层,我们认为这类似于脊椎动物动粒中的外板。我们的结构观察为评估有丝分裂的RNAi研究结果以及果蝇和相关生物的数学建模和计算机模拟研究的发展提供了重要数据。

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