“…For organic components that are solid at 298 K, the standard molar entropy is, according to Glasser and Jenkins [ 5 ], S 298° /J K −1 mol −1 = (774 ± 21)( v m /nm 3 ) + (57 ± 6) whereas for liquid components the values are [ 5 ] S 298° /J K −1 mol −1 = (1133 ± 7)( v m /nm 3 ) + (44 ± 2) Hence, for the components before forming the eutectic solvent the sum of the entropies is Σ A+D S 298° /J K −1 mol −1 = x A S 198°A /J K −1 mol −1 + x D S 198°D /J K −1 mol −1 The crucial quantity for the calculation of the entropy of a component of the DES is its density ρ , from which its molecular volume v m is derived in the manner of Equation (2). The densities and temperatures of fusion of some of the components of the DESs, not available in the Handbook [ 10 ], are from [ 11 , 12 , 13 , 14 , 15 , 16 , 17 ]. The crystal structures of some of the components, from which the molecular volumes are calculated as v m = v uc / Z , where v uc is the unit cell volume and Z the number of formula units per unit cell, are from [ 18 , 19 , 20 , 21 , 22 , 23 , 24 ].…”