2007
DOI: 10.1016/j.jelechem.2005.11.037
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Chronoamperometric measurements and modeling of nucleation and growth, and moving boundary stages during electrochemical lithiation of graphite electrode

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Cited by 16 publications
(5 citation statements)
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“…We attribute the complex transient behavior when the potential is lowered to 0.665 V to the interaction of multiple processes in the early stages of Sn-Li 2 Sn 5 phase transformation. Levi et al 18 have observed similar transient behavior in current measurements at the beginning of potentiostatic lithiation of graphite electrodes. They suggested that the initial rapid decrease in the current density may be related to double layer charging at the surface, Li insertion into the anode and nucleation barrier for phase transformation.…”
Section: Measurements Of Stress and Current During Lithiation-severalmentioning
confidence: 65%
“…We attribute the complex transient behavior when the potential is lowered to 0.665 V to the interaction of multiple processes in the early stages of Sn-Li 2 Sn 5 phase transformation. Levi et al 18 have observed similar transient behavior in current measurements at the beginning of potentiostatic lithiation of graphite electrodes. They suggested that the initial rapid decrease in the current density may be related to double layer charging at the surface, Li insertion into the anode and nucleation barrier for phase transformation.…”
Section: Measurements Of Stress and Current During Lithiation-severalmentioning
confidence: 65%
“…We report direct all-optical reflectance imaging of Li intercalation kinetics into a lithographically defined, single crystal of bulk graphite. Classical diffusion models fail to capture the propagating phase fronts and concentration profiles, but we show, for the first time, that the recently developed Cahn-Hillard reaction (CHR) theory of nonequilibrium phase separating systems , can quantitatively describe our observations, using a periodic two-layer free energy model with novel generalized Butler–Volmer kinetics. Strong Li interactions create alternating, distinct Li concentrations between adjacent graphene layers that form three stable phases: both layers full, both empty, and alternating full and empty layers in checkerboard patterns.…”
mentioning
confidence: 86%
“…While the initial formation of dilute stage 1′ involves diffusion of Li from the edge, the formation of the more concentrated phases is a complex problem of solid state chemical kinetics. Existing intercalation models assume that diffusion within each phase is rate-limiting, , as originally discussed by Wagner and used to interpret electrochemical measurements, but this is only valid for solid solutions. Naïve application of the diffusion equation cannot capture the spontaneous formation of phase boundaries upon phase separation, nor capture the alternating stage 2 structure.…”
Section: Observation and Simulationmentioning
confidence: 99%
“…43 Levi et al report activation energies of 14.4 kJ mol −1 and 22 kJ mol −1 for the stages III and I, respectively. 42,44 Other sources report values between 20 and 40 kJ mol −1 , [45][46][47] although activation energies as low as 5 kJ mol −1 are reported at SOC = 0. 48 The high scattering of the values is due on one side to the intrinsic uncertainty of the diffusion measurements, but also to the fact that the activation energy varies with the type of graphite utilized, i.e.…”
Section: Effect Of Temperature: Activation Energies For the Lithium D...mentioning
confidence: 99%