Progress in protein pK<sub>a</sub> prediction

None Fangfang Luo, None Zhitao Cai, None Yandong Huang
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Abstract

pH represents solution acidity and plays a key role in many life events that are associated with human diseases. For instance, the β-site amyloid precursor protein cleavage enzyme, BACE1, which is a major therapeutic target of treating Alzheimer’s disease, functions within a narrow pH region around 4.5. In addition, the sodium-proton antiporter NhaA from Escherichia coli is activated only when the cytoplasmic pH is higher than 6.5 and the activity reaches the maximal around pH 8.8. To explore the molecular mechanism of a protein regulated by pH, it’s of importance to measure, typically by NMR, the binding affinities of protons to ionizable key residues, namely pKa’s, which determine the deprotonation equilibria under a pH condition. However, web-lab experiments are often expensive and time consuming. In some cases, due to the structural complexity of a protein, pKa measurements become difficult, making theoretical pKa predictions in a try lab more advantageous.In the past thirty years, many efforts had been made for accurate and fast protein pKa predictions with physics-based methods. Theoretically, constant pH molecular dynamics (CpHMD) methods that take conformational fluctuations into account give the most accurate predictions, especially the explicit-solvent CpHMD model proposed by Huang and coworkers (J. Chem. Theory Comput. 2016, 12, 5411-5421) which in principle is applicable to any system that a force field can describe. However, lengthy molecular simulations are usually necessary for extensive sampling in conformation. In particular, the computational complexity increases significantly if water molecules are included explicitly in the simulation systems. Thus, CpHMD is not suitable for high-throughout computing requested in industry. To accelerate pKa prediction, Poisson-Boltzmann (PB) or empirical equation-based schemes, such as H++ and PropKa, have been developed and widely applied where pKa’s are obtained via one-structure calculations. Recently, artificial intelligence (AI) is applied to the area of protein pKa prediction, which leads to the development of DeepKa by Huang lab (ACS Omega 2021, 6, 34823-34831), the first AI-driven pKa predictor. In this paper, we review the advances in protein pKa prediction contributed mainly by CpHMD methods, PB or empirical equation-based schemes, and AI models. Notably, the modeling hypotheses explained in the review would shed light on future developments of more powerful protein pKa predictors.
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蛋白pK<sub>a</sub>预测
pH值代表溶液酸度,在许多与人类疾病相关的生命事件中起着关键作用。例如,β位点淀粉样蛋白前体蛋白切割酶BACE1是治疗阿尔茨海默病的主要治疗靶点,它在4.5左右的狭窄pH范围内起作用。此外,来自<i>大肠杆菌<只有在细胞质pH高于6.5时才被激活,在pH 8.8左右活性达到最大值。为了探索蛋白质受pH调节的分子机制,测量质子与可电离关键残基pK<sub>a</sub> ' s的结合亲和是很重要的,通常是通过核磁共振来测量,它决定了pH条件下的去质子化平衡。然而,网络实验室的实验通常既昂贵又耗时。在某些情况下,由于蛋白质结构的复杂性,pK<sub>a</sub>测量变得困难,使得理论上的pK<在实验室内进行预测更有利。在过去的三十年里,人们为准确快速地检测蛋白质pK<sub>a</sub>用基于物理的方法进行预测。从理论上讲,考虑构象波动的恒定pH分子动力学(CpHMD)方法给出了最准确的预测,特别是Huang及其同事(<i>J。化学。理论第一版。;/ i>(2016, 12, 5411-5421),原则上适用于力场可以描述的任何系统。然而,长时间的分子模拟通常是必要的,以广泛的抽样构象。特别是,如果在模拟系统中明确地包括水分子,则计算复杂性显着增加。因此,CpHMD不适合工业中要求的高通量计算。加速pK<sub>a</sub>在pK<sub>a</sub>通过单结构计算得到pK<sub>的情况下,已经开发并广泛应用了泊松-玻尔兹曼(PB)或基于经验方程的方案,如h++和PropKa。近年来,人工智能(AI)被应用于蛋白质pK<sub>a</sub>这导致了Huang实验室(<i>ACS Omega</i>2021, 6, 34823-34831),第一个ai驱动的pK<sub>a</sub>预测。本文就蛋白pK<sub>a</sub>预测主要由CpHMD方法、PB或基于经验方程的方案和AI模型贡献。值得注意的是,综述中解释的建模假设将为未来更强大的蛋白质pK<sub>a</sub>预测因子。
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