Sengupta Durba, Behera Raghu Nath, Smith Jeremy C, Ullmann G Matthias
IWR-Computational Molecular Biophysics, University of Heidelberg, Im Neuenheimer Feld 368, 69120 Heidelberg, Germany.
Structure. 2005 Jun;13(6):849-55. doi: 10.1016/j.str.2005.03.010.
Aligned alpha helix peptide dipoles sum to a "macroscopic" dipole parallel to the helix axis that has been implicated in protein folding and function. However, in aqueous solution the dipole is counteracted by an electrostatic reaction field generated by the solvent, and the strength of the helix dipole may reduce drastically from its value in vacuum. Here, using atomic-detail helix models and Poisson-Boltzmann continuum electrostatics calculations, the net effective dipole moment, mu(eff), is calculated. Some initially surprising results are found. Whereas in vacuum mu(eff) increases with helix length, the opposite is found to be the case for transmembrane helices. In soluble proteins, mu(eff) is found to vary strongly with the orientation and position of the helix relative to the aqueous medium. A set of rules is established to estimate of the strength of mu(eff) from graphical inspection of protein structures.
排列整齐的α-螺旋肽偶极子总和形成一个与螺旋轴平行的“宏观”偶极子,这与蛋白质折叠和功能有关。然而,在水溶液中,该偶极子会被溶剂产生的静电反应场抵消,并且螺旋偶极子的强度可能会与其在真空中的值相比大幅降低。在此,使用原子细节螺旋模型和泊松-玻尔兹曼连续介质静电学计算,计算了净有效偶极矩μ(eff)。发现了一些最初令人惊讶的结果。在真空中,μ(eff)随螺旋长度增加,而跨膜螺旋的情况则相反。在可溶性蛋白质中,发现μ(eff)随螺旋相对于水介质的取向和位置而强烈变化。建立了一组规则,通过对蛋白质结构的图形检查来估计μ(eff)的强度。