ΔμH+细菌视紫红质对质子易位的依赖性和随机能量-弛豫通道模型

IF 2.781
Eiro Muneyuki, Mineo Ikematsu, Masasuke Yoshida
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引用次数: 9

摘要

考察了pH梯度(ΔpH)和膜电位差(Δψ)对细菌视紫红质质子易位率的影响。与“质子阱”假说相反,Δψ的变化对质子易位率的影响要比ΔpH的能量等效量级大得多(所检测的最大ΔpH约为2,而绝对pH值为5?9)。然而,这些明显令人困惑的特征与结构数据是一致的,特别是考虑到具有不同pKa值的关键氨基酸残基提供的不对称环境。ΔpH相对较小的影响可以用质子摄取残基Asp96和质子喷射残基Asp85来解释,已知它们的pKa值在基态分别约为10和3。另一方面,在M中间体衰变过程中,质子从Asp96转移到希夫碱,这可以解释Δψ对质子易位率的巨大影响。考虑到这些实验数据和解释,我们进一步提出了一个简化的质子泵浦随机模型,其中不对称环境反过来为质子提供不对称势场,对质子矢量易位起重要作用。简单的数值模拟可以定性地再现实验数据。这些结果表明,离子泵和分子马达的机理可能存在一些共同的原理,并可应用于人工离子泵分子的研制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ΔμH+ Dependency of Proton Translocation by Bacteriorhodopsin and a Stochastic Energization−Relaxation Channel Model

The effect of a pH gradient (ΔpH) and a membrane potential difference (Δψ) on the rate of proton translocation by bacteriorhodopsin was examined. Contrary to the “proton well” hypothesis, variation of Δψ exerted a considerably larger effect on the rate of proton translocation than the energetically equivalent magnitude of ΔpH (maximum ΔpH examined was about 2, while the absolute pH value was 5?9.) These apparently puzzling features are, however, consistent with the structural data, particularly in view of an asymmetric environment provided by the key amino acid residues with different pKa values. The relatively small effect of ΔpH is explained in terms of the proton uptake residue, Asp96, and the proton-ejecting residue, Asp85, whose pKa values are known to be about 10 and 3 in the ground state, respectively. On the other hand, proton transfer from Asp96 to the Schiff base during the decay of the M intermediate can account for the large effect of Δψ on the rate of proton translocation. With these experimental data and explanations in mind, we further propose a simplified stochastic model for proton pumping where an asymmetric environment, which in turn provides an asymmetric potential field for protons, plays an essential role for vectorial proton translocation. A simple numerical simulation could qualitatively reproduce the experimental data. These results suggest that some common principle may exist in the mechanisms of ion pumps and molecular motors, and it may be applied in development of an artificial ion pump molecule.

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