2021
DOI: 10.1016/j.commatsci.2021.110380
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Electronic charge density as a fast approach for predicting Li-ion migration pathways in superionic conductors with first-principles level precision

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Cited by 11 publications
(20 citation statements)
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“…[102] Descriptors can help us to efficiently search for high performance materials by locating regions of interest in phase space with limited experimental/computational cost. [22,[310][311][312] For example, the charge density can be a descriptor to ionic migration paths in solid-state electrolytes, [265] or the electronegativity of atoms are descriptors to intercalation potentials. [313] Approximate property estimation through descriptors is very fast in screening target systems.…”
Section: Deep Descriptors From MLmentioning
confidence: 99%
See 1 more Smart Citation
“…[102] Descriptors can help us to efficiently search for high performance materials by locating regions of interest in phase space with limited experimental/computational cost. [22,[310][311][312] For example, the charge density can be a descriptor to ionic migration paths in solid-state electrolytes, [265] or the electronegativity of atoms are descriptors to intercalation potentials. [313] Approximate property estimation through descriptors is very fast in screening target systems.…”
Section: Deep Descriptors From MLmentioning
confidence: 99%
“…Access to electron density can help us in creating a detailed understanding of SEI formation and dynamics-from bonding and interaction type [90,261] to assigning redox reactions on atoms via changes in oxidation states. [262,263] Charge density can be used as a descriptor to map Li ion migration paths in solid-state phases [264,265] or intercalation locations. [266] While ML potentials let us break the cost-accuracy trade-off for total energy and force estimations (and derived properties from those), doing the same for volumetric data like density distribution accurately is much more of a challenge.…”
Section: Electron Density and Other Propertiesmentioning
confidence: 99%
“…Using, for example, kinetic Monte Carlo methods working with such potentials, it is possible to estimate kinetic properties like power densities in disordered battery electrodes with sufficient accuracy to predict trends and optimize materials composition and utilization. Machine learning models can provide access to diffusion percolation networks [188] in disordered materials utilizing the predicted electron density of millions of possible disordered structures. [36] Even with fast ML potentials, it is not possible to thoroughly explore the disordered material phase space.…”
Section: Transport Processes In Ordered and Disordered Systemsmentioning
confidence: 99%
“…[32,33] Fast screening of highly diffusive materials do not require very high accuracy, so less accurate models, that still capture trends, have emerged recently, and these 4 include a novel charge density descriptor based approach. [28,[34][35][36][37] The underlying chemical understanding behind these models is that as the ions move through a host lattice containing anions of highly electronegative character, the valence electronic charge density of the framework does not depend on the position of the diffusing fully charged cations. [34] Although there exist some differences in approaches, these models simply employ local electrostatic interaction energy (with either a point charge [28,34] or finite sized ion model [36]) to create a surrogate model for the ionic diffusion as an alternative to DFT-based NEB or Ab-initio Molecular Dynamics (AIMD).…”
Section: Introductionmentioning
confidence: 99%
“…Thus one can simply optimize a pathway between two point in the electron density cloud by running a NEB algorithm using the electronic charge density as a static potential. [35,37] As such an approach requires only a single DFT self-consistent calculation (SCF) to be performed, it would be an exceptionally inexpensive way to perform optimization of diffusion paths compared to the traditional method and would give a rough ranking of the associated barrier being larger or smaller. Integration of multi-fidelity methods within workflows further reduces resource requirements for target properties that are computationally demanding like diffusion barriers.…”
Section: Introductionmentioning
confidence: 99%