Using field-theoretic techniques, we study the solvation of salt ions in liquid mixtures, accounting for the permanent and induced dipole moments, as well as the molecular volume of the species. With no adjustable parameters, we predict solvation energies in both single-component liquids and binary liquid mixtures that are in excellent agreement with experimental data. Our study shows that the solvation energy of an ion is largely determined by the local response of the permanent and induced dipoles, as well as the local solvent composition in the case of mixtures, and does not simply correlate with the bulk dielectric constant. In particular, we show that, in a binary mixture, it is possible for the component with the lower bulk dielectric constant but larger molecular polarizability to be enriched near the ion. DOI: 10.1103/PhysRevLett.109.257802 PACS numbers: 77.84.Nh, 31.15.xr, 31.70.Dk, 78.20.Ci Salt ions are essential in biology, colloidal science, electrochemistry, and many other areas of science and engineering. For example, protein stability and solubility are well known to be significantly affected by the addition of salts [1]. In the energy arena, there is much current interest in lithium salt-doped polymers as new battery materials [2].The effects of salt ions on the properties of soft matter can often be understood in terms of translational entropy and electrostatic screening. However, recently it has been shown that the solvation energy of the salt ions can significantly affect the phase behavior [3,4] and interfacial properties of liquid mixtures [5][6][7][8]. For example, Ref. [4] showed that the dramatic increase in the order-disorder transition temperature of (polyethylene oxide)-b-polystyrene block copolymers upon adding a small amount of lithium salt can be explained on the basis of the preferential solvation energy of the anions. Physically, the tendency of an ion to be preferentially solvated by the more polarizable component in a two-component mixture provides a significant driving force for phase separation [3], as well as differential adsorption between the cation and anion at the interface [5][6][7][8].While a very large body of theoretical literature exists for ion solvation in single-component liquids for comprehensive reviews and Ref. [14] for recent developments of ion force fields for solvation.), we are not aware of any theory that predicts the composition dependence of ion solvation in liquid mixtures. In Refs. [3][4][5][6]8], the solvation energy is modeled phenomenologically at the linear dielectrics level by a crude Born expression: ÁG Born ¼ ½ðzeÞ 2 =ð8 a 0 Þ ð1=" À 1Þ, where e is the elementary charge, a is the radius of the ion, and z is the valency. The local dielectric constant is taken to be given by a simple composition weighted average " ¼ " A A þ " B B . The Born model has the virtue of being simple and intuitive in capturing the essential qualitative physics of solvation. However, quantitatively, the Born expression is known to be a poor description of the solva...