Y
Yi Cui
Researcher at Stanford University
Publications - 1109
Citations - 245406
Yi Cui is an academic researcher from Stanford University. The author has contributed to research in topics: Anode & Lithium. The author has an hindex of 220, co-authored 1015 publications receiving 199725 citations. Previous affiliations of Yi Cui include KAIST & University of California, Berkeley.
Papers
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Journal ArticleDOI
Electrochemical generation of liquid and solid sulfur on two-dimensional layered materials with distinct areal capacities
Ankun Yang,Guangmin Zhou,Xian Kong,Rafael A. Vilá,Allen Pei,Yecun Wu,Xiaoyun Yu,Xueli Zheng,Chun-Lan Wu,Bofei Liu,Hao Chen,Yan Xu,Di Chen,Di Chen,Yanxi Li,Sirine C. Fakra,Harold Y. Hwang,Harold Y. Hwang,Jian Qin,Steven Chu,Yi Cui,Yi Cui +21 more
TL;DR: It is shown that liquid (supercooled) and solid elementary sulfur possess very different areal capacities over the same charging period, which could provide insights for the design of future lithium–sulfur batteries.
Patent
Electrospinning to fabricate battery electrodes
TL;DR: In this article, the authors provide methods for fabricating electrode assemblies that contain electrochemically active materials for use in batteries, such as lithium ion batteries, provided also are methods for fabrication of these assemblies.
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Nanoparticle and Microparticle Flow in Porous and Fractured Media--An Experimental Study
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Nanopurification of silicon from 84% to 99.999% purity with a simple and scalable process
TL;DR: It is found that the purity goes up with the size of Si particles going down, resulting in high purity at the sub–100-nm scale, and this nanopurification process provides a complimentary route to produce Si, with finely controlled size and purity, in a diverse set of applications.
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Exotic topological insulator states and topological phase transitions in Sb2Se3-Bi2Se3 heterostructures.
TL;DR: This study demonstrates that heterostructures can open up opportunities for controlling the real-space distribution of the topological state and inducing quantum phase transitions between topologically trivial and nontrivial states.