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Effect of cosolvent on protein stability: A theoretical investigation

机译:助溶剂对蛋白质稳定性的影响:理论研究

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We developed a statistical thermodynamic algorithm for analyzing solvent-induced folding/unfolding transitions of proteins. The energetics of protein transitions is governed by the interplay between the cavity formation contribution and the term reflecting direct solute-cosolvent interactions. The latter is viewed as an exchange reaction in which the binding of a cosolvent to a solute is accompanied by release of waters of hydration to the bulk. Our model clearly differentiates between the stoichiometric and non-stoichiometric interactions of solvent or co-solvent molecules with a solute. We analyzed the urea-and glycine betaine (GB)-induced conformational transitions of model proteins of varying size which are geometrically approximated by a sphere in their native state and a spherocylinder in their unfolded state. The free energy of cavity formation and its changes accompanying protein transitions were computed based on the concepts of scaled particle theory. The free energy of direct solute-cosolvent interactions were analyzed using empirical parameters previously determined for urea and GB interactions with low molecular weight model compounds. Our computations correctly capture the mode of action of urea and GB and yield realistic numbers for (partial derivative Delta G degrees/partial derivative a(3))(T,P) which are related to the m-values of protein denaturation. Urea is characterized by negative values of (partial derivative G degrees/partial derivative a(3))(T,P) within the entire range of urea concentrations analyzed. At concentrations below similar to 1 M, GB exhibits positive values of (partial derivative Delta G degrees/partial derivative a(3))(T,P) which turn positive at higher GB concentrations. The balance between the thermodynamic contributions of cavity formation and direct solute-cosolvent interactions that, ultimately, defines the mode of cosolvent action is extremely subtle. A 20% increase or decrease in the equilibrium constant for solute-cosolvent binding may change the sign of (partial derivative G degrees/partial derivative a(3))(T,P) thereby altering the mode of cosolvent action (stabilizing to destabilizing or vice versa. (C) 2014 AIP Publishing LLC.
机译:我们开发了一种统计热力学算法,用于分析溶剂诱导的蛋白质折叠/展开折叠。蛋白质转变的能量学由空穴形成贡献和反映直接溶质-助溶剂相互作用的术语之间的相互作用决定。后者被视为交换反应,其中助溶剂与溶质的结合伴随着水合水向主体的释放。我们的模型清楚地区分了溶剂或助溶剂分子与溶质的化学计量相互作用与非化学计量相互作用。我们分析了尿素和甘氨酸甜菜碱(GB)诱导的不同大小的模型蛋白的构象转变,这些蛋白在几何形状上接近于处于天然状态的球体和处于未折叠状态的球体。基于尺度粒子理论的概念,计算了空穴形成的自由能及其伴随蛋白质转变的变化。使用先前确定的与低分子量模型化合物发生尿素和GB相互作用的经验参数,分析了直接的溶质-助溶剂相互作用的自由能。我们的计算正确地捕获了尿素和GB的作用方式,并产生了(偏导数Delta G度/偏导数a(3))(T,P)的现实数字,这些数字与蛋白质变性的m值相关。尿素的特征是在所分析的尿素浓度的整个范围内,(偏导数G度/偏导数a(3))(T,P)为负值。在低于1 M的浓度下,GB表现出(偏导数Delta G度/偏导数a(3))(T,P)的正值,在更高的GB浓度下变为正值。空穴形成的热力学贡献与溶质-助溶剂直接相互作用之间的平衡非常微妙,最终决定了助溶剂作用的模式。溶质-助溶剂结合的平衡常数增加或减少20%可能会更改(偏导数G度/偏导数a(3))(T,P)的符号,从而改变助溶剂作用的模式(稳定至去稳定或稳定反之亦然(C)2014 AIP Publishing LLC。

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