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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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758 Roland Schmid<br />

Table 13.1.5. Solution thermodynamics<br />

<strong>of</strong> methane in water and<br />

carbon tetrachloride at 25°C.<br />

[Data from T. Lazaridis and<br />

M. E. Paulaitis, J. Phys. Chem., 96,<br />

3847 (1992) and ref. 108]<br />

Water CCl4 ΔS*, J/mol K - 64.4 - 7.1<br />

300ΔS*, kJ/mol - 19.3 - 2.1<br />

ΔH°, kJ/mol - 10.9 - 1.2<br />

ΔG*, kJ/mol + 8.4 + 0.9<br />

ΔCp, J/mol K 217.5 0 to 42<br />

The hydrophobic effect<br />

In some respects the hydrophobic effect may be<br />

considered as the converse <strong>of</strong> the like-dissolves-like<br />

rule. The term hydrophobic effect refers to the unusual<br />

behavior <strong>of</strong> water towards nonpolar solutes.<br />

Unlike simple organic solvents, the insertion <strong>of</strong><br />

nonpolar solutes into water is (1) strongly unfavorable<br />

though slightly favored by enthalpy, but (2)<br />

strongly opposed by a large, negative change in entropy<br />

at room temperature, and (3) accompanied by<br />

a large positive heat capacity. An example is given<br />

in Table 13.1.5 for the thermodynamic properties <strong>of</strong><br />

methane dissolved in water and in carbon tetrachloride.<br />

In dealing with the entropy (and free energy) <strong>of</strong><br />

hydration, a brief remark on the choice <strong>of</strong> standard<br />

states is in order. The standard molar entropy <strong>of</strong> dis-<br />

solution, Δ solvS° pertains to the transfer from a 1 atm gas state to a 1 mol L -1 solution and<br />

hence includes compression <strong>of</strong> the gas phase from 1 mol contained in 24.61 L (at 300 K) to 1<br />

mol present in 1 L. Since theoretical calculations disregard volume contributions, it is<br />

proper to exclude the entropy <strong>of</strong> compression equal to -Rln24.61 = -26.63 J K -1 mol -1 , and<br />

instead to deal with Δ solvS*. 82 Thus,<br />

and<br />

o<br />

Δ S* = Δ S + 26. 63JK<br />

mol<br />

solv solv<br />

−1 −1<br />

[13.1.15]<br />

*<br />

o<br />

Δ G = Δ H − 300Δ<br />

S *<br />

[13.1.16]<br />

solv 300 solv<br />

solv<br />

Hydrophobicity forms the basis for many important chemical phenomena including<br />

the cleaning action <strong>of</strong> soaps and detergents, the influence <strong>of</strong> surfactants on surface tension,<br />

the immiscibility <strong>of</strong> nonpolar substances in water, 83 the formation <strong>of</strong> biological membranes<br />

and micelles, 84,85 the folding <strong>of</strong> biological macromolecules in water, 86 clathrate hydrate formation,<br />

87 and the binding <strong>of</strong> a drug to its receptor. 88 Of these, particularly intriguing is the<br />

stabilization <strong>of</strong> protein structure due to the hydrophobicity <strong>of</strong> nonpolar groups. Hydrophobic<br />

interactions are considerably involved in self-assembly, leading to the aggregation <strong>of</strong><br />

nonpolar solutes, or equivalently, to the tendency <strong>of</strong> nonpolar oligomers to adopt chain conformations<br />

in water relative to a nonpolar solvent. 89<br />

Ever-increasing theoretical work within the last years is being lifting the veil <strong>of</strong> secrecy<br />

about the molecular details <strong>of</strong> the hydrophobic effect, a subject <strong>of</strong> vigorous debate.<br />

Specifically, the scientific community would eagerly like to decide whether the loss in entropy<br />

stems from the water-water or the water-solute correlations. There are two concepts.<br />

The older one is the clathrate cage model reaching back to the “iceberg” hypothesis <strong>of</strong> Frank<br />

and Evans, 90 and the other, newer one, is the cavity-based model. It should be stressed here<br />

that the vast literature on the topic is virtually impossible to survey comprehensively. In the<br />

following we will cite only a few papers (and references therein) that paved the way to the<br />

present state <strong>of</strong> the art.

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