Interactions between Lithium Growths and Nanoporous Ceramic Separators
By Peng Bai, Jinzhao Guo, Miao Wang, A. Kushima, L. Su, Ju Li, F. Brushett, Martin Z. Bazant. Joule, 2018
214 citations recorded by the source corpus.
Summary To enable lithium (Li) metal anodes with high areal capacity that can match advanced cathodes, we investigate the growth mechanisms and the tendency of the deposited metal to penetrate nanoporous ceramic separators across a range of practical current densities. Our results from realistic sandwich cells and special transparent junction cells suggest the existence of three growth modes of lithium, due to the competing reactions of lithium deposition and the solid electrolyte interphase formation. A critical current density (6 mA cm −2 ), ∼30% of the system-specific limiting current density, is identified as a practical safety boundary for battery design and operation, under which root-growing lithium whiskers are the dominant structure of electrodeposition and can be blocked by the nanoporous ceramic separator. Our operando experiments reveal that metal penetration of the separator does not lead to zero voltage immediately, but rather to sudden, small voltage drops, which should not be treated as benign soft shorts.
Subfields: Electrical and Electronic Engineering, Mechanical Engineering
View Paper: https://www.semanticscholar.org/paper/f54bcbce4cb6c3d23018d6b74f3955003a965103
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Electrical and Electronic Engineering
- Ju Li
- William C. Chueh
- Dimitrios Fraggedakis
- T. Gao
- Shengming Xu
- Che-Ning Yeh
- Supratim Das
- Tingtao Zhou
In Mechanical Engineering
Citations in the corpus
- Interplay of Lithium Intercalation and Plating on a Single Graphite Particle (2021, background): “The relatively large value of V0;n may also be consistent with metal nucleation controlled by microscopic fracture and penetration of the pre-existing SEI layer on graphite.(54,64)”