Zhang Xing, Zhang Lei, Tong Huimin, Peng Bo, Rames Matthew J, Zhang Shengli, Ren Gang
1] The Molecular Foundry, Lawrence Berkeley National Laboratory, Berkeley, CA 94720, USA [2] Department of Applied Physics, Xi'an Jiaotong University, Xi'an, Shaanxi 710049, China.
The Molecular Foundry, Lawrence Berkeley National Laboratory, Berkeley, CA 94720, USA.
Sci Rep. 2015 May 5;5:9803. doi: 10.1038/srep09803.
Commonly used methods for determining protein structure, including X-ray crystallography and single-particle reconstruction, often provide a single and unique three-dimensional (3D) structure. However, in these methods, the protein dynamics and flexibility/fluctuation remain mostly unknown. Here, we utilized advances in electron tomography (ET) to study the antibody flexibility and fluctuation through structural determination of individual antibody particles rather than averaging multiple antibody particles together. Through individual-particle electron tomography (IPET) 3D reconstruction from negatively-stained ET images, we obtained 120 ab-initio 3D density maps at an intermediate resolution (~1-3 nm) from 120 individual IgG1 antibody particles. Using these maps as a constraint, we derived 120 conformations of the antibody via structural flexible docking of the crystal structure to these maps by targeted molecular dynamics simulations. Statistical analysis of the various conformations disclosed the antibody 3D conformational flexibility through the distribution of its domain distances and orientations. This blueprint approach, if extended to other flexible proteins, may serve as a useful methodology towards understanding protein dynamics and functions.
常用的确定蛋白质结构的方法,包括X射线晶体学和单颗粒重建,通常会提供单一且独特的三维(3D)结构。然而,在这些方法中,蛋白质的动力学以及柔韧性/波动情况大多仍不为人知。在此,我们利用电子断层扫描(ET)技术的进展,通过对单个抗体颗粒进行结构测定来研究抗体的柔韧性和波动情况,而非将多个抗体颗粒进行平均处理。通过对负染色ET图像进行单颗粒电子断层扫描(IPET)3D重建,我们从120个单个IgG1抗体颗粒中获得了120个中等分辨率(约1 - 3纳米)的从头3D密度图。以这些图为约束条件,我们通过靶向分子动力学模拟将晶体结构与这些图进行结构柔性对接,从而推导出120种抗体构象。对各种构象的统计分析通过其结构域距离和取向的分布揭示了抗体的3D构象柔韧性。这种蓝图方法若扩展到其他柔性蛋白质,可能会成为一种有助于理解蛋白质动力学和功能的有用方法。