2015
DOI: 10.1149/2.0081602jes
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The Impact of Electrolyte Composition on Parasitic Reactions in Lithium Ion Cells Charged to 4.7 V Determined Using Isothermal Microcalorimetry

Abstract: In an effort to better the understanding of the high voltage degradation of electrolytes in lithium ion cells, this work presents isothermal microcalorimetry results on LiNi 0.42 Mn 0.42 Co 0.16 O 2 (NMC442)/graphite pouch cells up to 4.7 V. The voltage and time dependent parasitic heat flow was determined for cells containing several electrolyte compositions based on carbonate solvents with several additive combinations, as well as a fluorinated carbonate solvent system. We have demonstrated that cells contai… Show more

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Cited by 65 publications
(84 citation statements)
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“…In Downie's work, the contributions to heat flow including overpotential were calculated using polynomial fitting, 22,28 as well as a combination of polynomial fitting and extrapolating the overpotential contribution from electrochemical measurements. 31 This work utilizes the reversible nature of the entropy term in Equation 1, and the parasitic heat flow (red line in Figure 3) is found from the average heat flow between charge (solid black line in Figure 3) and discharge (dashed black line in Figure 3) in small voltage ranges at low current, minus the average contribution to heat flow from the cell overpotential, |Iη| (blue and green lines in Figure 3) which was calculated as the difference from the average voltage at each state of charge per cycle using the Maccor cycler data. This is demonstrated in Figure 3, in which a cell was charged and discharged between 3.9 V and 4.2 V at a very low rate of 1 mA or C/200.…”
Section: Resultsmentioning
confidence: 99%
“…In Downie's work, the contributions to heat flow including overpotential were calculated using polynomial fitting, 22,28 as well as a combination of polynomial fitting and extrapolating the overpotential contribution from electrochemical measurements. 31 This work utilizes the reversible nature of the entropy term in Equation 1, and the parasitic heat flow (red line in Figure 3) is found from the average heat flow between charge (solid black line in Figure 3) and discharge (dashed black line in Figure 3) in small voltage ranges at low current, minus the average contribution to heat flow from the cell overpotential, |Iη| (blue and green lines in Figure 3) which was calculated as the difference from the average voltage at each state of charge per cycle using the Maccor cycler data. This is demonstrated in Figure 3, in which a cell was charged and discharged between 3.9 V and 4.2 V at a very low rate of 1 mA or C/200.…”
Section: Resultsmentioning
confidence: 99%
“…1 They also demonstrated a strong voltage dependence on the parasitic thermal power; it increases significantly at higher voltages due to electrolyte oxidation. 1 In their method, a mathematical model was developed and fit to experimental thermal data.…”
mentioning
confidence: 99%
“…1 In their method, a mathematical model was developed and fit to experimental thermal data. By simultaneously fitting multiple experimental datasets obtained at different currents, the authors were able to separate the parasitic thermal power from the total cell thermal power.…”
mentioning
confidence: 99%
“…Downie et al also probed the effect of different additives in LiCoO 2 /graphite and NMC442/graphite pouch cells on parasitic heat flow. 13,14 The heat flow due to polarization varies as the current squared (I 2 ), the heat flow due to entropy changes in the intercalation electrodes varies as I, heat flow from inherent hysteresis varies as |I| and heat flow from unwanted parasitic reactions is believed to have no current dependence * Electrochemical Society Student Member.* * Electrochemical Society Fellow. z E-mail: jeff.dahn@dal.ca at low rates.…”
mentioning
confidence: 99%