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Relative stability of the open and closed conformations of the active site loop of streptavidin

机译:链霉亲和素活性位点环的开放和闭合构象的相对稳定性

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摘要

The eight-residue surface loop, 45-52 (Ser, Ala, Val, Gly, Asn, Ala, Glu, Ser), of the homotetrameric protein streptavidin has a "closed" conformation in the streptavidin-biotin complex, where the corresponding binding affinity is one of the strongest found in nature (ΔG ~ -18 kcal/mol). However, in most of the crystal structures of apo (unbound) streptavidin, the loop conformation is "open" and typically exhibits partial disorder and high B-factors. Thus, it is plausible to assume that the loop structure is changed from open to closed upon binding of biotin, and the corresponding difference in free energy, ΔF = F_(open) - F_(closed) in the unbound protein, should therefore be considered in the total absolute free energy of binding. ΔF (which has generally been neglected) is calculated here using our "hypothetical scanning molecular-dynamics" (HSMD) method. We use a protein model in which only the atoms closest to the loop are considered (the "template") and they are fixed in the x-ray coordinates of the free protein; the x-ray conformation of the closed loop is attached to the same (unbound) template and both systems are capped with the same sphere of TIP3P water. Using the force field of the assisted model building with energy refinement (AMBER), we carry out two separate MD simulations (at temperature T = 300 K), starting from the open and closed conformations, where only the atoms of the loop and water are allowed to move (the template-water and template-loop interactions are considered). The absolute Fopen and Fclosed (of loop + water) are calculated from these trajectories, where the loop and water contributions are obtained by HSMD and a thermodynamic integration (TI) process, respectively. The combined HSMD-TI procedure leads to total (loop + water) ΔF = -27.1 ± 2.0 kcal/mol, where the entropy TΔS constitutes 34% of ΔF, meaning that the effect of S is significant and should not be ignored. Also, ΔS is positive, in accord with the high flexibility of the open loop observed in crystal structures, while the energy ΔE is unexpectedly negative, thus also adding to the stability of the open loop. The loop and the 250 capped water molecules are the largest system studied thus far, which constitutes a test for the efficiency of HSMD-TI; this efficiency and technical issues related to the implementation of the method are also discussed. Finally, the result for ΔF is a prediction that will be considered in the calculation of the absolute free energy of binding of biotin to streptavidin, which constitutes our next project.
机译:同四聚体蛋白抗生蛋白链菌素的八个残基表面环45-52(Ser,Ala,Val,Gly,Asn,Ala,Glu,Ser)在抗生蛋白链菌素-生物素复合物中具有“闭合”构象,其中相应的结合亲和力是自然界中最强的亲和力之一(ΔG〜-18 kcal / mol)。然而,在载脂蛋白(未结合的)链霉亲和素的大多数晶体结构中,环构象是“开放的”,通常表现出部分无序和高B因子。因此,有可能假设在生物素结合后环结构从开放变为封闭,因此应考虑未结合蛋白中的自由能的相应差ΔF= F_(open)-F_(closed)。结合的总绝对自由能。 ΔF(通常被忽略)是使用我们的“假设扫描分子动力学”(HSMD)方法计算的。我们使用一种蛋白质模型,其中仅考虑最靠近环的原子(“模板”),它们固定在游离蛋白质的X射线坐标中;闭环的X射线构象被附加到相同的(未绑定)模板上,并且两个系统都被相同的TIP3P水覆盖。利用带有能量细化的辅助模型构建的力场(AMBER),我们从开环和闭环构型开始进行两个单独的MD模拟(温度T = 300 K),其中仅环和水的原子为允许移动(考虑了模板-水和模板-循环相互作用)。从这些轨迹计算出绝对的Fopen和Fclosed(回路+水),其中回路和水的贡献分别通过HSMD和热力学积分(TI)过程获得。组合的HSMD-TI程序导致总(回路+水)ΔF= -27.1±2.0 kcal / mol,其中熵TΔS构成ΔF的34%,这意味着S的影响非常明显,不应忽略。另外,根据在晶体结构中观察到的开环的高柔韧性,ΔS为正,而能量ΔE出乎意料地为负,因此也增加了开环的稳定性。环路和250个封端的水分子是迄今为止研究的最大系统,构成了HSMD-TI效率的测试。还讨论了与该方法的实施有关的效率和技术问题。最后,ΔF的结果是一个预测,将在计算生物素与链霉亲和素结合的绝对自由能时加以考虑,这构成了我们的下一个项目。

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