2012
DOI: 10.1063/1.4729743
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Lithiation of silica through partial reduction

Abstract: We demonstrate the reversible lithiation of SiO2 up to 2/3 Li per Si, and propose a mechanism for it based on molecular dynamics and density functional theory simulations. Our calculations show that neither interstitial Li (no reduction), nor the formation of Li2O clusters and Si–Si bonds (full reduction) are energetically favorable. Rather, two Li effectively break a Si–O bond and become stabilized by oxygen, thus partially reducing the SiO2 anode: this leads to increased anode capacity when the reduction occ… Show more

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Cited by 64 publications
(56 citation statements)
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“…This relation holds for the one dimensional bulk conduction along the c axis. In an effective or average way, we will adopt this Arhennius relation for the slow paths as well, since both in the grain boundary and perpendicular to the c axis the Li ion diffusion is more likely to occur by hoping rather than by partial attack of Li ions on the Si–O bonds . The assumption that Equation is valid for 1‐D conduction in bulk and for the slow pathways reflects the details of ionic conduction.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…This relation holds for the one dimensional bulk conduction along the c axis. In an effective or average way, we will adopt this Arhennius relation for the slow paths as well, since both in the grain boundary and perpendicular to the c axis the Li ion diffusion is more likely to occur by hoping rather than by partial attack of Li ions on the Si–O bonds . The assumption that Equation is valid for 1‐D conduction in bulk and for the slow pathways reflects the details of ionic conduction.…”
Section: Resultsmentioning
confidence: 99%
“…In an effective or average way, we will adopt this Arhennius relation for the slow paths as well, since both in the grain boundary and perpendicular to the c axis the Li ion diffusion is more likely to occur by hoping rather than by partial attack of Li ions on the Si-O bonds. 58 The assumption that Equation 1 is valid for 1-D conduction in bulk and for the slow pathways reflects the details of ionic conduction. Certain conduction mechanisms in other systems can rely on activation of an electrochemical reaction followed by hopping; 49 as such, the relevant energy barrier is the sum of the activation energy barrier of the reaction plus the barrier for hopping.…”
Section: Resultsmentioning
confidence: 99%
“…However, the absence of such peaks may be related, in some cases, to the small size of SiO 2 [40] and slow kinetics related to their confinement in the carbon matrix. The observed gradual increase of the specific capacity during cycling was explained in the literature by the reduction of SiO 2 with the formation of Si which is able to insert more and more Li [4,19,20,41]. However, the mechanism behind is not well demonstrated.…”
Section: Methodsmentioning
confidence: 93%
“…Recently Ban et al . pointed out that the partial reduction of a‐SiO 2 leads to ∼4 eV decrease in the band gap and the layer becomes more ion‐permeable . Therefore oxygen‐rich amorphous SiO 1.85 is chosen as both the mechanical supporting layer and the electron path way in our structure, without sacrificing significantly the reversible capacity.…”
mentioning
confidence: 99%