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首页> 外文期刊>Journal of Molecular Biology >AN ATOMIC MODEL OF THE UNREGULATED THIN FILAMENT OBTAINED BY X-RAY FIBER DIFFRACTION ON ORIENTED ACTIN-TROPOMYOSIN GELS
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AN ATOMIC MODEL OF THE UNREGULATED THIN FILAMENT OBTAINED BY X-RAY FIBER DIFFRACTION ON ORIENTED ACTIN-TROPOMYOSIN GELS

机译:X射线纤维定向取向肌动蛋白-肌球蛋白凝胶上获得的不规则薄丝的原子模型。

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We present a model of the actin-tropomyosin complex in which the radial and azimuthal position of tropomyosin was adjusted to fit the X-ray fiber diffraction patterns from oriented actin-tropomysin gels at a resolution of 1/8 Angstrom(-1). We used the recently published atomic F-actin model for the calculations. The atomic model of tropomyosin was obtained by model-building a coiled coiled-coil structure from the tropomyosin sequence. The resulting atomic model is strongly preferred and shows strong electrostatic interactions between charged side-chains of tropomyosin residues and actin residues in subdomain 3 and subdomain 4. Furthermore, calculations of enthalpies based upon electrostatic interactions indicate that there is a favored rotational position of the tropomyosin core at the calculated azimuthal and radial position given by the X-ray refinement. Rotations of the tropomyosin strand out of this position turn strongly attractive electrostatic interactions into repulsive forces. The resulting binding radius of 39 Angstrom and the determined azimuthal position of tropomyosin are in good agreement with electron microscopy reconstructions and neutron diffraction experiments. Furthermore, the calculated position of tropomyosin would still partly block the rigor interaction of myosin cross-bridges with actin, whereas it very likely allows undisturbed binding of the cross-bridges in a weak binding state. [References: 48]
机译:我们提出了肌动蛋白-原肌球蛋白复合物的模型,其中对原肌球蛋白的径向和方位角位置进行了调整,以适应定向肌动蛋白-原肌球蛋白凝胶的X射线纤维衍射图,分辨率为1/8埃(-1)。我们使用最近发布的原子F-肌动蛋白模型进行计算。原肌球蛋白的原子模型是通过从原肌球蛋白序列建立卷曲的螺旋线圈结构而获得的。所产生的原子模型是高度优选的,并且显示出在原结构域3和4中的原肌球蛋白残基和肌动蛋白残基的带电侧链之间存在强的静电相互作用。此外,基于静电相互作用的焓计算表明原肌球蛋白存在有利的旋转位置X射线细化给出的计算出的方位角和径向位置处的岩心。原肌球蛋白链的旋转离开该位置将强烈吸引的静电相互作用转化为排斥力。最终的39埃的结合半径和原肌球蛋白的确定方位角与电子显微镜重建和中子衍射实验非常吻合。此外,原肌球蛋白的计算位置仍将部分阻断肌球蛋白横桥与肌动蛋白的严格相互作用,而极有可能使横桥在弱结合状态下不受干扰地结合。 [参考:48]

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