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General relations between solvation thermodynamics and the structure of water

2 General relations between solvation thermodynamics and the structure of water [Pg.248]

We first consider the case of a simple spherical solute s in a very dilute solution in water w. By very dilute, we mean that all solute-solute interactions may be neglected. Formally, this is equivalent to a system containing just one s solute and N water molecules. Also, for convenience, we assume that the system is at a given temperature T and volume V. The Helmholtz energy of solvation of s in this system is [Pg.248]

The solvation entropy of s is obtained by taking the derivative of equation (7.214) with respect to T, i.e., [Pg.249]

The second case of interest is the solvation of a water molecule in pure liquid water. Again, we assume that we have a T, V, N system and we add one water molecule to a fixed position, say Rw. The solvation Helmholtz [Pg.250]

Using the latter equation, we can rewrite the expression (7.221) for A (v, in the simpler form [Pg.251]




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And solvation

General Thermodynamic Relations

General relation

General structure

Related Structures

Relation between

Solvate structure

Solvation structure

Solvation thermodynamics

Solvation water

Structural generalization

Structural solvation, structure

Structural water

Structure of Thermodynamics

Structured water

The General Structure

The structure of water

Thermodynamic Relations Between

Thermodynamic relations

Thermodynamics structure and

Water structuring

Water thermodynamics

Water, generally

Water, structure

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