Käs J, Strey H, Tang J X, Finger D, Ezzell R, Sackmann E, Janmey P A
Division of Experimental Medicine, Brigham and Women's Hospital, Harvard Medical School, Boston, Massachusetts 02115, USA.
Biophys J. 1996 Feb;70(2):609-25. doi: 10.1016/S0006-3495(96)79630-3.
Single actin filaments were analyzed in solutions ranging from dilute (0.2 microgram/ml), where filaments interact only with solvent, to concentrations (4.0 mg/ml) at which F-actin forms a nematic phase. A persistence length of approximately 1.8 microns and an average length of approximately 22 microns (Kaufmann et al., 1992) identify actin as a model for studying the dynamics of semiflexible polymers. In dilute solutions the filaments exhibit thermal bending undulations in addition to diffusive motion. At higher semidilute concentrations (1.4 mg/ml) three-dimensional reconstructions of confocal images of fluorescently labeled filaments in a matrix of unlabeled F-actin reveal steric interactions between filaments, which account for the viscoelastic behavior of these solutions. The restricted undulations of these labeled chains reveal the virtual tube formed around a filament by the surrounding actin. The average tube diameter scales with monomer concentration c as varies; is directly proportional to c-(0.5 +/- 0.15). The diffusion of filaments in semidilute solutions (c = (0.1-2.0) mg/ml) is dominated by diffusion along the filament contour (reptation), and constraint release by remodeling of the surrounding filaments is rare. The self-diffusion coefficient D parallel along the tube decreases linearly with the chain length for semidilute solutions. For concentrations > 2.5 mg/ml a transition occurs from an isotropic entangled phase to a coexistence between isotropic and nematic domains. Analysis of the molecular motions of filaments suggests that the filaments in the aligned domains are in thermal equilibrium and that the diffusion coefficient parallel to the director D parallel is nearly independent of filament length. We also report the novel direct observation of u-shaped defects, called hairpins, in the nematic domains.
对单根肌动蛋白丝进行了分析,溶液浓度范围从稀溶液(0.2微克/毫升,此时肌动蛋白丝仅与溶剂相互作用)到F-肌动蛋白形成向列相的浓度(4.0毫克/毫升)。约1.8微米的持久长度和约22微米的平均长度(考夫曼等人,1992年)表明肌动蛋白是研究半柔性聚合物动力学的一个模型。在稀溶液中,肌动蛋白丝除了扩散运动外还表现出热弯曲波动。在较高的半稀浓度(1.4毫克/毫升)下,对未标记的F-肌动蛋白基质中荧光标记的肌动蛋白丝的共聚焦图像进行三维重建,揭示了肌动蛋白丝之间的空间相互作用,这解释了这些溶液的粘弹性行为。这些标记链的受限波动揭示了周围肌动蛋白围绕一根肌动蛋白丝形成的虚拟管。平均管直径〈a〉随单体浓度c的变化而变化;与c^-(0.5±0.15)成正比。在半稀溶液(c=(0.1 - 2.0)毫克/毫升)中,肌动蛋白丝的扩散主要由沿丝轮廓的扩散(蛇行)主导,周围肌动蛋白丝重塑导致的约束释放很少见。对于半稀溶液,沿管的自扩散系数D平行随链长线性降低。对于浓度>2.5毫克/毫升,发生从各向同性缠结相到各向同性和向列域共存的转变。对肌动蛋白丝分子运动的分析表明,排列域中的肌动蛋白丝处于热平衡,平行于指向矢的扩散系数D平行几乎与肌动蛋白丝长度无关。我们还报告了在向列域中对称为发夹的u形缺陷的新颖直接观察结果。