Department of Chemistry, Indian Institute of Technology Bombay Powai, Mumbai, 400076, India.
Chemphyschem. 2020 Mar 17;21(6):552-567. doi: 10.1002/cphc.201901078. Epub 2020 Feb 7.
Urea at sufficiently high concentration unfolds the secondary structure of proteins leading to denaturation. In contrast, choline chloride (ChCl) and urea, in 1 : 2 molar ratio, form a deep eutectic mixture, a liquid at room temperature, protecting proteins from denaturation. In order to get a microscopic picture of this phenomenon, we perform extensive all-atom molecular dynamics simulations on a model protein, HP-36. Based on our calculation of Kirkwood-Buff integrals, we analyze the relative accumulation of urea and ChCl around the protein. Additional insights are drawn from the translational and rotational dynamics of solvent molecules and hydrogen bond auto-correlation functions. In the presence of urea, water shows slow subdiffusive dynamics around the protein owing to a strong interaction of water with the backbone atoms. Urea also shows subdiffusive motion. The addition of ChCl further slows down the dynamics of urea, restricting its accumulation around the protein backbone. Adding to this, choline cations in the first solvation shell of the protein show the strongest subdiffusive behavior. In other words, ChCl acts as a nano-crowder by excluding urea from the protein backbone and thereby slowing down the dynamics of water around the protein. This prevents the protein from denaturation and makes it structurally rigid, which is supported by the smaller radius of gyration and root mean square deviation values of HP-36.
在足够高的浓度下,尿素会使蛋白质的二级结构展开,导致变性。相比之下,氯化胆碱 (ChCl) 和尿素以 1:2 的摩尔比形成深共晶混合物,在室温下为液体,可防止蛋白质变性。为了更深入地了解这一现象,我们对一种模型蛋白 HP-36 进行了广泛的全原子分子动力学模拟。基于我们对 Kirkwood-Buff 积分的计算,我们分析了尿素和 ChCl 在蛋白质周围的相对积累情况。通过溶剂分子的平动和转动动力学以及氢键自相关函数,我们获得了额外的见解。在存在尿素的情况下,由于水与骨架原子的强烈相互作用,水在蛋白质周围表现出缓慢的亚扩散动力学。尿素也表现出亚扩散运动。添加 ChCl 进一步降低了尿素的动力学,限制了其在蛋白质骨架周围的积累。此外,蛋白质第一个溶剂化壳层中的胆碱阳离子表现出最强的亚扩散行为。换句话说,ChCl 通过将尿素排除在蛋白质骨架之外充当纳米拥挤物,从而减缓蛋白质周围水的动力学。这防止了蛋白质变性并使其结构刚性,这得到了 HP-36 的较小回转半径和均方根偏差值的支持。