Varma Sameer, Jakobsson Eric
Center for Biophysics and Computational Biology, National Center for Supercomputing Applications, University of Illinois at Urbana Champaign, Urbana, Illinois 61801, USA.
Biophys J. 2004 Feb;86(2):690-704. doi: 10.1016/S0006-3495(04)74148-X.
To understand ion permeation, one must assign correct ionization states to titratable amino acid residues in protein channels. We report on the effects of physical and methodological assumptions in calculating the protonation states at neutral bulk pH of titratable residues lining the lumen of the native Escherichia coli OmpF channel, and five mutants. We systematically considered a wide range of assumed protein dielectric constants and all plausible combinations of protonation states for electrostatically interacting side chains, and three different levels of accounting for solute shielding: 1), full nonlinear Poisson-Boltzmann; 2), linearized Poisson-Boltzmann; and 3), neglect of solute shielding. For this system we found it acceptable to neglect solute shielding, a result we postulate to be generalizable to narrow lumens of other protein channels. For the large majority of residues, the protonation state at neutral bulk pH was found to be independent of the assumed dielectric constant of the protein, and unambiguously determined by the calculation; for native OmpF only Asp-127 has a protonation state that is sensitive to the assumed protein dielectric constant. Our results are significant for understanding two published experimental observations: the structure of the narrow part of the channel, and the ionic selectivity of OmpF mutants.
为了理解离子渗透,必须为蛋白质通道中可滴定氨基酸残基指定正确的电离状态。我们报告了在计算天然大肠杆菌OmpF通道内腔以及五个突变体中可滴定残基在中性本体pH下的质子化状态时,物理和方法学假设所产生的影响。我们系统地考虑了广泛的假定蛋白质介电常数以及静电相互作用侧链的所有合理质子化状态组合,以及三种不同程度的溶质屏蔽考虑:1)完全非线性泊松-玻尔兹曼方程;2)线性化泊松-玻尔兹曼方程;3)忽略溶质屏蔽。对于这个系统,我们发现忽略溶质屏蔽是可以接受的,我们推测这个结果可以推广到其他蛋白质通道的狭窄内腔。对于绝大多数残基,发现在中性本体pH下的质子化状态与假定的蛋白质介电常数无关,并且通过计算可以明确确定;对于天然OmpF,只有Asp-127的质子化状态对假定的蛋白质介电常数敏感。我们的结果对于理解两个已发表的实验观察结果具有重要意义:通道狭窄部分的结构以及OmpF突变体的离子选择性。