Investigation of the Heat Capacities of Proteins by Statistical Mechanical Methods
G. Oylumluoglu, F. Buyukkilic, D. Demirhan

TL;DR
This paper uses statistical mechanical methods to analyze the additional heat capacity of proteins during water dissociation, considering electric field effects and hydration, with applications to protein folding and unfolding.
Contribution
It introduces a thermodynamic relation between heat capacities in electric fields and incorporates hydration effects into protein heat capacity analysis.
Findings
Heat capacity difference depends linearly on temperature.
The model relates free energy to heat capacity changes.
Theoretical calculations align with experimental data for proteins like Myoglobin.
Abstract
In this study, the additional heat capacity which appear during the water dissociation of the proteins that are one of the soft materials, have been considered by the statistical mechanical methods. For this purpose, taking the electric field E and total dipole moment M as the thermodynamical variables and starting with the first law of thermodynamics an equation which reveals the thermodynamical relation between the additional heat capacity in effective electric field and the additional heat capacity at the constant total dipole moment, has been obtained. It is found that, the difference between the heat capacities depends linearly on the temperature. To bring up the hydration effect during the folding and unfolding of the proteins the physical properties of the apolar dissociation have been used. In the model used for this purpose; the folding and unfolding of the proteins in the…
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Taxonomy
TopicsProtein Structure and Dynamics · Advanced Thermodynamics and Statistical Mechanics · thermodynamics and calorimetric analyses
