Experiment-guided thermodynamic simulations on reversible two-state proteins: implications for protein thermostability.

摘要

Here, we perform protein thermodynamic simulations within a set of boundary conditions, effectively blanketing the experimental data. The thermodynamic parameters, melting temperature (T(G)), enthalpy change at the melting temperature (DeltaH(G)) and heat capacity change (DeltaC(p)) were systematically varied over the experimentally observed ranges for small single domain reversible two-state proteins. Parameter sets that satisfy the Gibbs-Helmholtz equation and yield a temperature of maximal stability (T(S)) around room temperature were selected. The results were divided into three categories by arbitrarily chosen T(G) ranges. The T(G) ranges in these categories correspond to typical values of the melting temperatures observed for the majority of the proteins from mesophilic, thermophilic and hyperthermophilic organisms. As expected, DeltaC(p) values tend to be high in mesophiles and low in hyperthermophiles. An increase in T(G) is accompanied by an up-shift and broadening of the protein stability curves, however, with a large scatter. Furthermore, the simulations reveal that the average DeltaH(G) increases with T(G) up to approximately 360 K and becomes constant thereafter. DeltaC(p) decreases with T(G) with different rates before and after approximately 360 K. This provides further justification for the separate grouping of proteins into thermophiles and hyperthermophiles to assess their thermodynamic differences. This analysis of the Gibbs-Helmholtz equation has allowed us to study the interdependence of the thermodynamic parameters T(G), DeltaH(G) and DeltaC(p) and their derivatives in a more rigorous way than possible by the limited experimental protein thermodynamics data available in the literature. The results provide new insights into protein thermostability and suggest potential strategies for its manipulation.