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Siqi Shi

Researcher at Shanghai University

Publications -  147
Citations -  9286

Siqi Shi is an academic researcher from Shanghai University. The author has contributed to research in topics: Electrolyte & Chemistry. The author has an hindex of 40, co-authored 124 publications receiving 6547 citations. Previous affiliations of Siqi Shi include Brown University & Chinese Academy of Sciences.

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Improving the rate performance of LiFePO4 by Fe-site doping

TL;DR: LiFePO4 doped by bivalent cation in Fe-sites showed improved rate performance and cyclic stability as discussed by the authors under 10 C rate at room temperature, the capacities of LiFe0.9M0.1PO4 (M = Ni, Co, Mg) maintain at 81.7, 90.4 and 88.7 mAh/g, respectively.
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Ab initio studies on atomic and electronic structures of black phosphorus

TL;DR: In this paper, the atomic and electronic properties of black phosphorus (BP) were studied via ab initio calculations, which revealed that the interlayer interaction in BP is Van der Waals Keesom force, which is critical to the formation of the layered structure.
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First-principles study of Li ion diffusion in LiFePO 4

TL;DR: In this article, the diffusion mechanism of Li ions in olivine was investigated from first-principles calculations and the energy barriers for possible spatial hopping pathways were calculated with the adiabatic trajectory method.
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Enhancement of electronic conductivity of LiFePO 4 by Cr doping and its identification by first-principles calculations

TL;DR: In this article, a first-principles electronic band structure for pure and delithiated lithium ions is presented, which indicates that not only Fe but also O atoms are oxidized in the delithiation process, while P is little affected.
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Defect Thermodynamics and Diffusion Mechanisms in Li2CO3 and Implications for the Solid Electrolyte Interphase in Li-Ion Batteries

TL;DR: In this article, the dominant Li diffusion carriers in Li2CO3 over a voltage range (0-4.4 V) were identified by computing and comparing thermodynamics of all seven Li-associated point defects with density functional theory.