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A Cluster‐Based Model of Anionic Frameworks for Evaluating Lithium Conductivity in Sulfide Solid‐State Electrolytes

01.09.2025
A Cluster‐Based Model of Anionic Frameworks for Evaluating Lithium Conductivity in Sulfide Solid‐State Electrolytes

A cluster-based model is developed for the correlation between crystal structure and Li-ion conductivities in sulfide solid-state electrolytes (SSEs). The model identifies a 16- or 24-anion unit and stoichiometrically matched cations, the number of such Li–Li pairs per anion (n) is proposed to correlate with room-temperature ionic conductivities (σ) of typical sulfide SSEs: log(σ) = −3 + n/3 for the upper limits of the measured σ.


Sulfides constitute an important group of ionic conductive solids for all-solid-state lithium-ion batteries, whereas their poor stability against air and humidity inhibits the accurate experimental evaluation of their intrinsic conductivity. In this paper, a new structural tool, the cluster-plus-glue-atom model, is used to correlate the lithium conduction and crystal structure in sulfide solid-state electrolytes (SSEs). This model identifies the anion-based composition unit in any sulfide as being composed of an anion unit and stoichiometrically matched cations. The anion unit covers a nearest-neighbor anion cluster plus next-neighbor “glue” anions, generally containing 16 or 24 anions. Cations occupy interstitials within the anion unit, with transmission-active Li ions inside anionic triangular dipyramids and octahedra. It is assumed that the Li transmission is realized through adjacent active Li sites of inter-distances falling close to the anion nearest-neighbor distances. The number of such Li–Li pairs per anion (n) is proposed to correlate with room-temperature ionic conductivities (σ) of typical sulfide SSEs. It is revealed for SSEs with 3D Li diffusion channels that the upper limits of the measured σ‘s follow approximately log(σ) = −3 + n/3, enabling a fast evaluation of these SSEs. Accordingly, Li7SiPS8, Li10SnP2S12, and Li10GeP2S12, with their n's falling in 3–5, should be promising SSEs.

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