2023
DOI: 10.1002/anie.202216174
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Revealing the Origin of Transition‐Metal Migration in Layered Sodium‐Ion Battery Cathodes: Random Na Extraction and Na‐Free Layer Formation

Abstract: Cation migration often occurs in layered oxide cathodes of lithium-ion batteries due to the similar ion radius of Li and transition metals (TMs). Although Na and TM show a big difference of ion radius, TMs in layered cathodes of sodium-ion batteries (SIBs) can still migrate to Na layer, leading to serious electrochemical degeneration. To elucidate the origin of TM migration in layered SIB cathodes, we choose NaCrO 2 , a typical layered cathode suffering from serious TM migration, as a model material and find t… Show more

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Cited by 27 publications
(30 citation statements)
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References 56 publications
(21 reference statements)
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“…The co-doped Na 0.67 Mn 0.8 Ni 0.1 Mg 0.1 O 2 cathode exhibits best rate performance, delivering high reversible capacities of 110, 66, and 37 mA h g −1 at the high current densities of 480 (2 C), 1200 (5 C) and 1920 mA g −1 (8 C), respectively. Chu et al [91] prepared a Ru/Ti co-doped Na 0.85 Cr 0.85 Ru 0.10 Ti 0.05 O 2 (NCRT) cathode via a simple solidstate reaction. The theoretical calculation based on the DFT was first introduced to predict the impact of Ru/Ti co-doping on the crystal structure and electron structure.…”
Section: Multiple Ion Dopingmentioning
confidence: 99%
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“…The co-doped Na 0.67 Mn 0.8 Ni 0.1 Mg 0.1 O 2 cathode exhibits best rate performance, delivering high reversible capacities of 110, 66, and 37 mA h g −1 at the high current densities of 480 (2 C), 1200 (5 C) and 1920 mA g −1 (8 C), respectively. Chu et al [91] prepared a Ru/Ti co-doped Na 0.85 Cr 0.85 Ru 0.10 Ti 0.05 O 2 (NCRT) cathode via a simple solidstate reaction. The theoretical calculation based on the DFT was first introduced to predict the impact of Ru/Ti co-doping on the crystal structure and electron structure.…”
Section: Multiple Ion Dopingmentioning
confidence: 99%
“…Chu et al. [ 91 ] prepared a Ru/Ti co‐doped Na 0.85 Cr 0.85 Ru 0.10 Ti 0.05 O 2 (NCRT) cathode via a simple solid‐state reaction. The theoretical calculation based on the DFT was first introduced to predict the impact of Ru/Ti co‐doping on the crystal structure and electron structure.…”
Section: Ion Dopingmentioning
confidence: 99%
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“…Among various sodium cathode candidates, layered transition metal oxides Na x TMO 2 (where TM refer to transition metal ion) have attracted much attention due to its advantages such as high specific capacity, simple preparation, and environmental friendliness. Compared with P2- and P3-type layered oxides, the sufficient sodium content enables O3-type layered oxides to be advantageous over counterparts in full-cell applications. However, their cycle life is still subject to undesired structural degradation caused by transition metal slab sliding upon charging to high voltages (>4 V), leading to fast capacity decay and poor cycling stability in NIBs. In addition, most O3-type materials suffer from notable performance deterioration when storing in a humid environment, which undoubtedly increases their cost of transportation and preservation. ,, For O3-NaNi 0.5 Mn 0.5 O 2 , when the charging cutoff voltage is greater than 4.1 V, its specific capacity is up to 180 mAh g –1 . , However, a series of complex phase transitions (O3–O′3–P3–P′3–P3′–O1) cause significant internal stress, leading to the collapse of layered structure, resulting in capacity decay and poor rate performance. ,, In addition, when O3-NaNi 0.5 Mn 0.5 O 2 was exposed to air for 2 h, the structure changed from O3 phase to O′3- and P3-Na 1– y Ni 0.5 Mn 0.5 O 2 , which also leads to the degradation in electrochemical performance. , Undoubtedly, further practical application of O3-type layered oxides for NIBs requires addressing both phase transition reversibility during deep desodiation and humid sensitivity when exposed to ambient air.…”
Section: Introductionmentioning
confidence: 99%
“…The GITT measurement was first performed to study the Na + diffusion coefficients in both electrodes. According to previous reports, if the voltage is a linear function of the square root of time during the pulse time, the rate of Na + diffusion can be determined by following the simplified formula: D normalN normala + = 4 π τ ( m B V M M B A ) 2 ( Δ E s Δ E τ ) 2 , τ L 2 D in which D Na + (cm 2 s –1 ) is the Na + diffusion rate; τ (s) represents the testing time in each pulse; m B (g), M B (g mol –1 ), and V M (cm 3 mol –1 ) are the weight, molar weight, and molar volume of the active materials, respectively; Δ E τ and Δ E s are the variation of voltage during each pulse time and quasi-equilibrium potential during one step (Figure S8a, Supporting Information), respectively; and A represents the surface area of the electrode. , The GITT curves for NCO-AC and NCO-O are displayed in Figure a,b, respectively. The Na + diffusion coefficients were determined for both samples according to eq due to the linear relationship of V vs τ 1/2 (Figure S8b, Supporting Information).…”
mentioning
confidence: 99%