Chemical and Physical Biology Program, Centro de Investigaciones Biológicas, Consejo Superior de Investigaciones Científicas, Madrid, Spain.
Biochemistry. 2012 Aug 7;51(31):6108-13. doi: 10.1021/bi300891q. Epub 2012 Jul 30.
The concerted formation of a narrow distribution of oligomeric FtsZ species in the presence of GTP or a GTP analogue under close to physiological conditions (neutral pH and 0.5 M K(+)) has been characterized recently by various biophysical methods [Monterroso, B., et al. (2012) Biochemistry 51, 4541-4550]. An equilibrium model may semiquantitatively account for the results of this study; in the model, FtsZ self-associates in a noncooperative fashion to form linear fibrils, that upon increasing to a certain size exhibit an increasing tendency to form closed cyclic fibrils, as previously suggested [González, J. M., et al. (2005) Proc. Natl. Acad. Sci. U.S.A. 102, 1895-1900]. The closed cyclic fibrils are formed when the natural curvature and flexibility of a linear oligomer bring the ends of a linear fiber sufficiently close to overcome the entropic barrier to loop closure. The size distribution of cyclic oligomers is thus a reflection of the tendency toward curvature of linear fibrils of FtsZ under the conditions used in these experiments.
最近,各种生物物理方法已经对在接近生理条件(中性 pH 值和 0.5 M K(+))下存在 GTP 或 GTP 类似物时,寡聚 FtsZ 物种的狭窄分布的协同形成进行了描述[Monterroso, B., 等人。(2012 年)生物化学 51, 4541-4550]。平衡模型可能会对该研究的结果进行半定量解释;在该模型中,FtsZ 以非协同方式自组装形成线性原纤维,当原纤维增加到一定大小时,会表现出形成封闭环状原纤维的趋势,如前所述[González, J. M., 等人。(2005 年)美国国家科学院院刊 102, 1895-1900]。当线性寡聚物的自然曲率和灵活性使线性纤维的两端足够接近以克服环闭的熵障碍时,就会形成封闭的环状原纤维。因此,环状寡聚物的大小分布反映了在这些实验中使用的条件下 FtsZ 线性原纤维的曲率趋势。