The cathodic stability of the electrolyte can be described in terms of the highest occupied molecular orbital (HOMO) energy level of each of the components. The HOMO level will be estimated using GGA level DFT, quantitative structure-property relationships (QSPR) and higher order theories and comparisons will be shown. The solubility of a salt is governed by the solvation of the individual ions and the dielectric constant of the solvent as shown by the extended Debye- Hückel and other models. We have developed a modified Ising model to describe solvation shell around the Li+ ions, and the model has been solved under mean field approximations to derive the fraction of all species in the Li+ solvation shell.[v] The model can also be extended to describe other cations and anions and is applicable to mixtures. The Ising model coefficients used for the model are the ion-solvent interactions, ion-ion interactions and solvent-solvent interactions can be calculated from DFT. The dielectric constant, important for solubility is correlated to the dipole moment of molecule. This relationship is quite qualitative as in a liquid, the molecules exist as multiple conformers. To provide more quantitative data, we have identified the volume of molecule calculated using DFT along with number of rotatable bonds as additional geometric features to determine the dielectric constant. The dielectric constant along with the solvation energies will be used to give a feature for solubility. The viscosity of an electrolyte is dependent on the solvation shell structure of ions and the viscosity of the solvent which is related to intermolecular interactions and will be explored. We will also show the relationship between the Li+ solvation energy and charge transfer resistance.
We believe this electrolyte exploration method is much more systematic, quantitative, scalable and also able to identify outliers to certain trends. This method and database will create a new frontier for electrolyte discovery for most electrochemical systems and also other areas of science. In the future, we will add features for other physical and chemical properties and also extend these to inorganic compounds.
References:
[i] Bruce, Peter G., et al. Nature materials 11.1 (2012): 19.
[ii] Tarascon, J-M., Michel Armand. Materials For Sustainable Energy: A Collection of Peer-Reviewed Research and Review Articles from Nature Publishing Group. 2011. 171-179.
[iii] Choi, Jang Wook, Doron Aurbach. Nature Reviews Materials 1 (2016): 16013.
[iv] Khetan, Abhishek, Alan Luntz, Venkatasubramanian Viswanathan. The Journal of Physical Chemistry Letters 6.7 (2015): 1254-1259.
[v] Burke, Colin M., et al. Proceedings of the National Academy of Sciences 112.30 (2015): 9293-9298.