and ∆H solv,298K can be predicted by the transfer learning models from our previous Details on the estimation method for the saturation density of the solvent can be found in the supporting information (section S.4). Based on this method, ∆G solv,T is predicted across temperatures, and ∆H solv,T is computed using the temperature gradient of ∆G solv,T and the relationship ∆H = ∆G -T d∆G dT . Since ∆H solv,T has a complex temperature dependence, the last term of Eq. 11 is obtained from numerical integration. The downside of this second method is that the critical temperature and critical density of the solvent are required to calculate ∆H solv,T . We have collected the critical properties of approximately 100 organic solvents from various literature sources for this work.