2022
DOI: 10.1016/j.mtener.2022.101106
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Suppressing the irreversible phase transition from P2 to O2 in sodium-layered cathode via integrating P2- and O3-type structures

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Cited by 15 publications
(13 citation statements)
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“…This process is repeated until the charge reaches 4.5 V. The discharge process is reversed from the charge. The sodium ion diffusion coefficient is calculated based on GITT . According to the simplified eq , the calculated D Na+ is shown in Figures S9e and S10e. D normalN normala + = 4 π τ true( m B V M M B A true) 2 true( normalΔ E s normalΔ E τ true) 2 ( τ L 2 / D N a + ) where τ (s) is the time to apply the current pulse, m B (g) is the mass of the electrode material, M B (g mol –1 ) is the atomic weight, V M (cm 3 mol –1 ) is the molar volume of the electrode material, A (cm 2 ) is the electrode area, L (cm) is the electrode thickness, Δ E s is the instantaneous potential change during relaxation, and Δ E τ is the instantaneous voltage change when a current pulse is applied.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…This process is repeated until the charge reaches 4.5 V. The discharge process is reversed from the charge. The sodium ion diffusion coefficient is calculated based on GITT . According to the simplified eq , the calculated D Na+ is shown in Figures S9e and S10e. D normalN normala + = 4 π τ true( m B V M M B A true) 2 true( normalΔ E s normalΔ E τ true) 2 ( τ L 2 / D N a + ) where τ (s) is the time to apply the current pulse, m B (g) is the mass of the electrode material, M B (g mol –1 ) is the atomic weight, V M (cm 3 mol –1 ) is the molar volume of the electrode material, A (cm 2 ) is the electrode area, L (cm) is the electrode thickness, Δ E s is the instantaneous potential change during relaxation, and Δ E τ is the instantaneous voltage change when a current pulse is applied.…”
Section: Resultsmentioning
confidence: 99%
“…The sodium ion diffusion coefficient is calculated based on GITT. 46 According to the simplified eq 1, the calculated D Na+ is shown in Figures S9e and S10e.…”
Section: Resultsmentioning
confidence: 99%
“…[ 230 ] Hence, Ti with low cationic potential was introduced (Na 0.7 Ni 0.4 Mn 0.4 Ti 0.2 O 2 ) to trigger the formation of an O3 structure and adjust its proportion in the biphasic cathode. [ 231 ] Benefiting from the suppressed high‐voltage phase transition and reduced lattice parameter changes, the developed heterostructured cathode exhibited improved structural integrity and excellent cycling stability (with a capacity retention of 80% after 100 cycles at 1 C and a reversible capacity of 193 mA h g −1 at 0.1 C within 2.0–4.3 V). Moreover, an interfacial interlocking reaction mechanism was proposed to explain the excellent Na‐ion storage performance of heterostructured cathodes, whereby the mutual anchoring of different crystal domains reduces the strain energy and mechanical damage at the phase boundary (Figure 9e).…”
Section: O3‐tye Layered Oxide Cathodesmentioning
confidence: 99%
“…The capacity remains stable albeit lower than is observed in the biotemplated P3 sample. One reason for the apparent lack of P3↔O3 transition in solid state P3-NMMO could be the presence of an impurity phase within the cathode, akin to the use of biphasic intergrowth structures to suppress P2↔O2 [55] or P2↔OP4 [56] transitions.…”
Section: Electrochemistrymentioning
confidence: 99%