Fersht A R
Department of Chemistry, Imperial College of Science and Technology, London, U.K.
Biochemistry. 1988 Mar 8;27(5):1577-80. doi: 10.1021/bi00405a027.
The use of binding energy in molecular recognition and enzyme catalysis is currently being probed by experiments on engineered proteins. The interaction energy of an individual side chain with a substrate may be quantified by comparing the binding and rate constants for wild-type enzyme with those for a mutant in which the side chain has been truncated. An apparent binding energy delta Gapp is obtained. The physical significance of delta Gapp is analyzed with particular reference to hydrogen bonding where one partner in the bond is deleted by mutagenesis. The following conclusions have been drawn for situations where mutagenesis does not unduly perturb the structure of the protein. delta Gapp is always a measurement of specificity of binding and catalysis. But, it does not generally measure the incremental binding energy of the hydrogen bond delta Gbind. The discrepancy between delta Gapp and delta Gbind is especially large when mutation leaves a charged donor or acceptor unpaired. Here, delta Gapp overestimates delta Gbind by possibly several kilocalories per mole. On the other hand, changes in delta Gapp (delta delta Gapp) as a reaction proceeds through its intermediates and transition states are particularly amenable to simple analysis. It is shown that delta delta Gapp can measure changes in delta Gbind (delta delta Gbind). For example, if there is a change in the energy of an individual bond on going from one state to the next, then delta delta Gapp = delta delta Gbind.(ABSTRACT TRUNCATED AT 250 WORDS)
目前,通过对工程蛋白的实验来探究结合能在分子识别和酶催化中的应用。通过比较野生型酶与侧链被截短的突变体的结合常数和速率常数,可以量化单个侧链与底物的相互作用能。由此获得表观结合能ΔGapp。特别参照氢键来分析ΔGapp的物理意义,其中氢键的一个伙伴通过诱变被删除。对于诱变不会过度干扰蛋白质结构的情况,得出了以下结论。ΔGapp始终是结合和催化特异性的一种度量。但是,它通常不能测量氢键的增量结合能ΔGbind。当突变使带电供体或受体未配对时,ΔGapp与ΔGbind之间的差异尤其大。在此,ΔGapp可能高估ΔGbind每摩尔达几千卡。另一方面,随着反应通过其中间体和过渡态进行,ΔGapp的变化(ΔΔGapp)特别适合进行简单分析。结果表明,ΔΔGapp可以测量ΔGbind的变化(ΔΔGbind)。例如,如果从一个状态转变到下一个状态时单个键的能量发生变化,那么ΔΔGapp = ΔΔGbind。(摘要截于250字)