Department of Pharmacological, Biological and Applied Chem. Sciences, Physical Chemistry Section, University of Parma, Italy.
Biophys Chem. 2011 Jun;156(1):51-67. doi: 10.1016/j.bpc.2011.02.009. Epub 2011 Mar 3.
The hydrophobic hydration processes have been analysed under the light of a mixture model of water that is assumed to be composed by clusters (W(5))(I), clusters (W(4))(II) and free water molecules W(III). The hydrophobic hydration processes can be subdivided into two Classes A and B. In the processes of Class A, the transformation A(-ξ(w)W(I)→ξ(w)W(II)+ξ(w)W(III)+cavity) takes place, with expulsion from the bulk of ξ(w) water molecules W(III), whereas in the processes of Class B the opposite transformation B(-ξ(w)W(III)-ξ(w)W(II)→ξ(w)W(I)-cavity) takes place, with condensation into the bulk of ξ(w) water molecules W(III). The thermal equivalent dilution (TED) principle is exploited to determine the number ξ(w). The denaturation (unfolding) process belongs to Class A whereas folding (or renaturation) belongs to Class B. The enthalpy ΔH(den) and entropy ΔS(den) functions can be disaggregated in thermal and motive components, ΔH(den)=ΔH(therm)+ΔH(mot), and ΔS(den)=ΔS(therm)+ΔS(mot), respectively. The terms ΔH(therm) and ΔS(therm) are related to phase change of water molecules W(III), and give no contribution to free energy (ΔG(therm)=0). The motive functions refer to the process of cavity formation (Class A) or cavity reduction (Class B), respectively and are the only contributors to free energy ΔG(mot). The folded native protein is thermodynamically favoured (ΔG(fold)≡ΔG(mot)<0) because of the outstanding contribution of the positive entropy term for cavity reduction, ΔS(red)≫0. The native protein can be brought to a stable denatured state (ΔG(den)≡ΔG(mot)<0) by coupled reactions. Processes of protonation coupled to denaturation have been identified. In thermal denaturation by calorimetry, however, is the heat gradually supplied to the system that yields a change of phase of water W(III), with creation of cavity and negative entropy production, ΔS(for)≪0. The negative entropy change reduces and at last neutralises the positive entropy of folding. In molecular terms, this means the gradual disruption by cavity formation of the entropy-driven hydrophobic bonds that had been keeping the chains folded in the native protein. The action of the chemical denaturants is similar to that of heat, by modulating the equilibrium between W(I), W(II), and W(III) toward cavity formation and negative entropy production. The salting-in effect produced by denaturants has been recognised as a hydrophobic hydration process belonging to Class A with cavity formation, whereas the salting-out effect produced by stabilisers belongs to Class B with cavity reduction. Some algorithms of denaturation thermodynamics are presented in the Appendices.
疏水水合过程已在假设水由(W(5))(I)簇、(W(4))(II)簇和自由水分子 W(III)组成的混合物模型的光照下进行了分析。疏水水合过程可细分为两类 A 和 B。在 A 类过程中,发生转化 A(-ξ(w)W(I)→ξ(w)W(II)+ξ(w)W(III)+cavity),将 ξ(w)个水分子 W(III)从本体中排出,而在 B 类过程中,发生相反的转化 B(-ξ(w)W(III)-ξ(w)W(II)→ξ(w)W(I)-cavity),将 ξ(w)个水分子 W(III)凝聚到本体中。利用热等效稀释 (TED) 原理来确定 ξ(w)的数量。变性(去折叠)过程属于 A 类,而折叠(或复性)属于 B 类。焓 ΔH(den)和熵 ΔS(den)函数可分解为热和动力分量,分别为 ΔH(den)=ΔH(therm)+ΔH(mot)和 ΔS(den)=ΔS(therm)+ΔS(mot)。项 ΔH(therm)和 ΔS(therm)与水分子 W(III)的相变有关,对自由能没有贡献(ΔG(therm)=0)。动力函数分别指腔形成(A 类)或腔减少(B 类)的过程,是自由能 ΔG(mot)的唯一贡献者。折叠的天然蛋白质在热力学上是有利的(ΔG(fold)≡ΔG(mot)<0),因为腔减少的正熵项有显著贡献,ΔS(red)≫0。天然蛋白质可以通过偶联反应达到稳定的变性状态(ΔG(den)≡ΔG(mot)<0)。已经确定了与去折叠偶联的质子化过程。然而,在通过量热法进行热变性时,逐渐向系统提供热量会导致水 W(III)的相变,产生腔并产生负熵产生,ΔS(for)≪0。负熵变化会减少并最终中和折叠的正熵。从分子角度来看,这意味着通过腔形成逐渐破坏一直保持链在天然蛋白质中折叠的熵驱动疏水键。化学变性剂的作用类似于热,通过调节 W(I)、W(II)和 W(III)之间的平衡来促进腔形成和负熵产生。变性剂产生的盐溶效应被认为是属于 A 类的疏水水合过程,具有腔形成,而稳定剂产生的盐析效应属于 B 类,具有腔减少。附录中介绍了一些变性热力学的算法。