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Equilibrium constants and free energies in unfolding of proteins in urea solutions

机译:蛋白质展开中的平衡常数和自由能 在尿素溶液中

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摘要

A novel thermodynamic approach to the reversible unfolding of proteins in aqueous urea solutions has been developed based on the premise that urea ligands are bound cooperatively to the macromolecule. When successive stoichiometric binding constants have values larger than expected from statistical effects, an equation for moles of bound urea can be derived that contains imaginary terms. For a very steep unfolding curve, one can then show that the fraction of protein unfolded, B̄, depends on the square of the urea concentration, U, and is given by A12 is the binding constant as B̄→ 0, and λ is a parameter that reflects the augmentation in affinities of protein for urea as the moles bound increases to the saturation number, n. This equation provides an analytic expression that reproduces the unfolding curve with good precision, suggests a simple linear graphical procedure for evaluating A12 and λ, and leads to the appropriate standard free energy changes. The calculated ΔG° values reflect the coupling of urea binding with unfolding of the protein. Some possible implications of this analysis to protein folding in vivo are described.
机译:基于尿素配体协同结合到大分子的前提,已经开发出一种新颖的热力学方法来解决尿素水溶液中蛋白质的可逆展开。当连续的化学计量结合常数的值大于统计效果所期望的值时,可以推导包含假想项的结合尿素摩尔数方程。对于非常陡峭的展开曲线,可以显示出展开的蛋白质部分, B ̄ < / math>取决于尿素浓度U的平方,由A1 2 给出,它是结合常数,为 B ̄ →0,而λ是一个参数,反映了当结合的摩尔数增加到饱和数n时,蛋白质对尿素的亲和力增加。该方程式提供了一个解析表达式,可以很好地再现展开曲线,提出了一种简单的线性图形程序来评估A1 2 和λ,并得出 适当的标准自由能变化。经计算 ΔG°值反映了尿素结合与 蛋白质的展开。该分析的一些可能含义 体内蛋白质折叠 描述。

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