Open Access Article
Jianhua
Yin
a,
Zixin
Wu
*a,
Kai
Fang
a,
Yuanlong
Zhu
a,
Kang
Zhang
a,
Haitang
Zhang
a,
Yilong
Chen
a,
Li
Li
a,
Longlong
Fan
b,
Kang
Dong
b,
Lirong
Zheng
b,
Qingsong
Wang
*c,
Huan
Huang
*b,
Jing
Zhang
*b,
Yu
Qiao
*a and
Shi-Gang
Sun
a
aState Key Laboratory of Physical Chemistry of Solid Surfaces, iChEM (Collaborative Innovation Center of Chemistry for Energy Materials), Department of Chemistry, College of Chemistry and Chemical Engineering, Xiamen University, Xiamen, 361005, P. R. China. E-mail: zixinwu_gz@163.com; yuqiao@xmu.edu.cn
bBeijing Synchrotron Radiation Facility, Institute of High Energy Physics, Chinese Academy of Sciences, Beijing, 100049, P. R. China. E-mail: huanhuang@ihep.ac.cn; jzhang@ihep.ac.cn
cBavarian Center for Battery Technology (BayBatt), Department of Chemistry, University of Bayreuth, Universitätsstrasse 30, Bayreuth 95447, Germany. E-mail: qingsong.wang@uni-bayreuth.de
First published on 20th March 2025
Efforts to improve the specific capacity and energy density of lithium nickel–cobalt–manganese oxide (NCM) cathodes focus on operating at high voltages or increasing nickel content. However, both approaches necessitate a thorough understanding of the charge compensation mechanism. Traditional ionic-bonding models which separate transition metal (TM) and oxygen redox processes prove inadequate as anionic redox becomes significant, ignoring crucial metal–oxygen interactions. In this study, we systematically investigate the charge compensation process in low-nickel and high-nickel NCMs under high-voltage conditions. Here, the involvement of oxygen is critical in redox, as it shares electrons with TM to form a strong TM–O covalent bond. Compared to low-Ni NCMs, high-Ni NCMs exhibit an oxygen dimerization stage with trapped O2, which leads to the aggregation of vacancies in the transition metal layer, thereby accelerating structural destabilization. This variation in oxygen dimerization behavior among NCMs is closely correlated with differences in elemental composition, spin states, and stacking faults. Our findings comprehensively reveal the redox behaviors of transition metals and oxygen, particularly highlighting oxygen behavior at each delithiation state, helping to optimize the utilization of oxygen redox reactions in commercial NCM compounds for high-capacity and high-energy-density lithium-ion batteries.
Operating the NCM cathodes at high voltage leads to oxygen involvement in the redox process, contributing to the increased instability of NCMs.7 Therefore, controlling the involvement of oxygen is a critical factor for achieving high voltage cycling while maintaining stability. Anion redox reactions have been extensively studied in lithium-rich layered oxide compounds, as they exhibit extra capacity beyond the cation redox reactions due to the ability to extract electrons from the non-bonding O 2p states along the Li–O–Li configuration.8 However, these compounds suffer from voltage hysteresis and significant stability issues, which remain unavoidable to date.9,10 Therefore, extending the concept of oxygen redox reactions to NCM cathodes presents a critical challenge and gives rise to several issues, such as the significance of anionic redox in NCM, its impact on the layered structure, and how to effectively regulate anionic redox, all of which remain ambiguous.
Generally, the charge compensation mechanism in layered oxide cathodes is typically described using a simple ionic-bonding model, which provides a straightforward description of the redox sequence.11 In this model, TM cations and O anions are considered separate from each other, each possessing discrete electronic bands. The energy of the TM 3d orbitals is higher than that of the O 2p orbitals, and thus, the redox bands are assumed to originate solely from the TM 3d states. However, due to the interaction between TM and O, particularly in compounds containing late-transition metals (e.g., Co, Ni), the activity of oxygen becomes strongly pronounced. This interaction is often overlooked when describing the charge compensation process in NCMs. Considering the electron interactions and charge-transfer effects, the ionic model can be improved using the Mott–Hubbard model, which incorporates the ligand-to-metal charge transfer (LMCT) effect, providing a more accurate representation of the interactions in correlated metal-oxide compounds.12,13 Charge fluctuations between TM 3d states can be suppressed due to the Coulomb interaction of the TM 3d electrons Udd, which describes the energy required to place two electrons into the same d site, thus introducing a band gap between unoccupied (upper Hubbard, UHB) and occupied (lower Hubbard, LHB) states.14 The ligand-to-metal charge transfer describes the process where the ligand shares electrons with the metal, creating electron holes on the ligand.15 The interactions between TM and O vary due to differences in the d-electron count, coordination environment, point group symmetries, and the effective charge of the central metal cation.15 The late transition metals exhibit negative charge transfer energy, causing the lower Hubbard band to merge with the anionic O 2p band, leading to the O sharing electron with metal.12 This implies that metal and oxygen form a correlated electronic system. As a result, the correlated electronic system complicates the assignment of oxidation states for both the TM and O. This complexity obscures the nature of the TM and O redox processes, underscoring the importance of using accurate and appropriate models when investigating charge compensation mechanisms. Furthermore, the precise mechanisms by which oxygen participates in charge compensation remain unclear, as does the connection to the O–O dimerization and oxygen evolution.
In this study, we systematically investigate the evolution of the electronic and geometric structures of two representative NCM cathodes, low-Ni and high-Ni, during high-voltage charging using various synchrotron X-ray spectroscopy techniques. As discussed in detail later, we refute the one-electron ionic approximation for describing the multi-electron system, as it fails to accurately interpret the redox reactions, particularly those involving oxygen. With the aid of various X-ray spectroscopy techniques, we have elucidated a comprehensive picture of the charge compensation process in NCM materials. We found that TM ionic redox reactions only occur at relatively low potentials. At a certain level of delithiation, the covalency of the system becomes strong enough to create electron holes in the oxygen, in other words, oxygen begins to participate in redox reactions through hybridization with TM before reaching the formal anion redox reaction region. In addition, pure oxygen oxidation occurs at a high delithiation state, providing extra capacity. This is achieved through cation disorder, resulting from Li/Ni mixing during synthesis or TM migration during the charging. Additionally, we further investigate the oxygen electronic structure, particularly the potential for dimerization, using high-resolution X-ray spectroscopy. The result elucidates the effects of elemental compositions on dimerization and how the oxygen redox reaction contributes to structural degradation. Our findings provide a more accurate description of the charge compensation mechanisms in NCMs, aligning more closely to the actual situations. This understanding enables more informed regulation of anion redox in NCMs, which will significantly contribute to the development of next-generation lithium-ion battery cathodes with enhanced capacity and stability.
m space group (Fig. 1a). Operating these conventional compounds at high cut-off voltages, approaching their theoretical capacities, has emerged as a pivotal strategy to fully exploit the benefits of layered materials for high-capacity battery electrodes.1,2 Moreover, increasing the energy density of Li-ion battery cathodes through high-voltage operation necessitates a comprehensive understanding of the roles of transition metals and oxygen in the charge compensation process. The charge compensation mechanisms in these materials are determined by the characteristic features of valence electron states (VES).11 Consequently, investigating the VES is the main object of understanding the charge compensation mechanisms. X-ray absorption and emission spectroscopies serve as potent techniques to examine the VES, where a core-level electron is excited by the incident X-ray, and the VES are detected with the core electron state or core hole state as a probe.16,17 In this study, the roles of TMs and oxygen in the charge compensation process during delithiation were investigated using various X-ray spectroscopies (Fig. 1b). Typically, hard X-ray absorption spectroscopy, also known in nomenclature as X-ray Absorption Fine-Structure (XAFS) and beneficial for the TM K-edge, encompasses the X-ray Absorption Near-Edge Structure (XANES) region and the Extended X-ray Absorption Fine-Structure (EXAFS) region. The former is sensitive to the oxidation state of the absorber, and the shape of such spectra can be modulated by the average local coordination environment around the absorber.18 Meanwhile, the latter provides fine details of the partial pair distribution function of atoms surrounding the absorber, including distances, coordination numbers, and the Debye–Waller factor.19 Soft X-ray absorption spectroscopy, known as Near-Edge X-ray Absorption Fine Structure (NEXAFS), is particularly beneficial for the TM L-edge and 2p K-edge. This powerful and well-established technique provides crucial insights into the electronic structures of unoccupied states at the VES.20 In NEXAFS, the analysis of TM L-edges focuses on the spectral shifts, integrated intensity, branching ratio, and the crystal-field multiplet and charge-transfer multiplet calculations, which help determine the oxidation and spin states of TMs.18,20 By combining the soft X-ray TM L-edge and the hard X-ray TM K-edge, the TM 3d and 4p valence states can be probed, respectively. Resonant inelastic X-ray scattering (RIXS) is a powerful technique that combines X-ray absorption and X-ray emission to probe the electronic structure of materials.17 RIXS has recently been demonstrated to be an effective technique for fingerprinting the oxygen redox chemistry in TM oxide electrodes.9,21 In summary, the integrated application of XAS and RIXS to investigate the valence electron states of the TMs and oxygen affords a relatively comprehensive understanding of the charge compensation mechanism of NCM cathode materials during the Li-ion deintercalated process. Fig. 1a illustrates the first charge curves for LiNi1/3Co1/3Mn1/3O2 (NCM333) and LiNi0.8Co0.1Mn0.1O2 (NCM811), with each material charged to 4.8 V (vs. Li/Li+), respectively. To investigate the charge compensation mechanisms, X-ray spectroscopy measurements were conducted on a series of ex situ samples at different states of charge, as highlighted by the dot mark.
Hard X-ray extended absorption fine structure quantitative analysis provides insights into the local environment changes of TMO6, particularly TM–O bond lengths. EXAFS parameters were extracted from the data of samples at various states of charge. The Fourier transform magnitudes of the EXAFS spectra are shown in Fig. S5–S7,† and their fits are displayed in Fig. 3a, S8 and S9.† Bond distances for each element in NCMs are plotted in Fig. 3b with detailed analyses presented in Tables S1–S6.† The most significant change during charging is observed in the Ni–O coordination shell of both NCM333 and NCM811, indicating that charge compensation mainly occurs at Ni sites. In contrast, Co–O and Mn–O bond lengths decrease only slightly, suggesting their minor contributions to electrochemical reactions. Moreover, changes in Ni–TM, Co–TM, and Mn–TM bond lengths are attributed to variations in TM–O bonding during the delithiation due to the edge-shared octahedral layered structure. Therefore, XAFS analysis of the TM K-edge indicates that the oxidation states of TMs remain nearly constant beyond a certain degree of delithiation (4.5 V for NCM333 and 4.2 V for NCM811), where the evolution of the TM K-edge ceases and the TM–O bond lengths plateau. Interestingly, we find that the Ni–O bond length is larger than the Co–O and Mn–O bond lengths in the pristine state, resulting in the NiO6 octahedron being larger than the CoO6 and MnO6 (Fig. 3c). Consequently, in the layered structure, the different-sized octahedra must share edges to form continuous TMO2 slabs. This edge-sharing forces the ideal layered structure to distort, ultimately resulting in a “zigzag”-like structure. However, with delithiation, the Ni–O, Co–O, and Mn–O bond lengths become more uniform, resulting in a “ruler”-like oxygen layer. We hypothesize that this “zigzag”-like structure hinders slab gliding, as the uneven distribution of bond lengths creates structural hindrance. In contrast, the smooth “ruler”-like structure, with more uniform bond lengths, facilitates slab gliding, as it allows for easier movement.
Through the XAFS and NEXAFS analyses described above, the role of Ni in NCM cathodes has been identified as crucial in the charge compensation process. Moreover, the appearance of a plateau was observed in both metal-related spectroscopic techniques. In general, this plateau-like phenomenon is regarded as the endpoint of TM participation in charge compensation and the beginning of oxygen ion oxidation.30,31 This hypothesis posits that TMs oxidize independently of lattice oxygen; in other words, it suggests the separate oxidation of TM and O. The ionic-bonding model, incorporating the crystal field theory suggests that TM ions and oxygen ions possess discrete electronic bands, and an element becomes the redox center only when the higher-lying valence bands are empty (Fig. 5a). However, such an ionic model often downplays the role of covalency and the interactions between TM 3d and O 2p states are neglected in the data analysis. XAFS results reveal that it is difficult to oxidize Co and Mn in the presence of Ni, which contradicts predictions from the ionic-bonding model. Additionally, before Co and Mn contributed to the electrochemical reactions in NCM cathodes, electrolyte decomposition reactions, transition metal dissolution, oxygen release, and other side reactions had already occurred.8,32,33 Therefore, such an ionic description does not accurately represent the electronic structure in NCM cathodes. Pioneering work has demonstrated that the electronic structure of layered transition metal oxides can be interpreted using the qualitative Zaanen–Sawatzky–Allen picture of charge-transfer insulators.12,34 The band structure of insertion compounds can be inferred from the relative values of U and Δ, where U represents the Coulomb interactions in TM 3d states, and Δ is the ligand-to-metal charge transfer (LMCT) parameter (Fig. 5b).34 In such charge transfer model, U >> Δ indicates that the electron density is shifted from O 2p states to TM 3d states, forming covalent bonds with strong hybridization. Consequently, the oxidation of TMs and oxygen cannot be regarded as independent.
Thus, to further interpret the experimental data, Ni L2,3-edge NEXAFS spectra were simulated using a charge-transfer multiplet (CTM) approach combined with crystal field effects, employing a NiO6 octahedron cluster model, based on the number of electrons in the 3d state (Fig. 6a). The simulation can help us interpret the fine structure in the Ni L2,3-edge more comprehensively, including ligand field effects, charge transfer, spin state, Coulomb interactions, Jahn–Teller distortion, and other electronic-structure-related information.29,35,36 The simulations utilized the software package CTM4XAS, developed by de Groot et al.,37 which has been proven to successfully describe the TM 2p spectra in such correlated electronic systems of NCMs.29,38 The simulated 3d8, 3d8L, 3d7 and 3d7L spectra do not align with experimental data. However, a convolution of multiple configurations, including those with oxygen holes, is required to accurately reproduce the experimental spectrum (Fig. 6a and b). No characteristic features of 3d6 are observed in these spectra. This absence is ascribed to the stabilization of 3d7 through LMCT with a negative charge transfer character, (resulting in the formation of 3d7L) thereby making the formation of 3d6 practically impossible. Kleiner et al. have also observed this absence of 3d6-related features in NCM and NCA cathodes using NEXAFS.29,38 However, the CTM simulation, while providing an estimate of the number of d-electrons, cannot quantify the holes in the O 2p band. Nonetheless, these results demonstrate that during the charging process, electron density shifts from the oxygen 2p band to the nickel 3d band, leading to a transition of the Ni–O bond from ionic to covalent. Notably, O holes are already present in pristine NCM811, a finding comparable to previous studies of high-Ni layered cathodes and LiNiO2,39,40 which outlines the ligand-dominant ground state with increasing nickel content in NCM cathodes. Compared with NCM333, increasing the Ni content leads to a rise in the 3d7 (Ni3+) configuration, thereby allowing us to infer that the Ni3+ configuration is the driving force behind hole formation in the O 2p band. Additionally, it should be recognized that the TM 2p spectra collected in total electron yield (TEY) mode are subject to substantial surface signal contributions. As a result, the TEY data show a more reduced surface, indicating the inherent thermodynamic instability of the NiO6 octahedra with ligand holes. Overall, it can be concluded that oxygen contributes to the charge compensation through the formation of O 2p band holes by hybridizing with metals in NCM cathodes before the plateau in TM oxidation state evolution.
Now, we can explore the contradiction that after a certain amount of delithiation, the TMs should continue to oxidize to maintain charge neutrality; yet, XANES analysis reveals the relative silence of TMs, or in other words, no formal TM oxidation will be observed. As discussed in previous sections, the Ni ions are the primary contributor to the charge compensation process. Upon charging, the Ni in the NCM is oxidized from the original ionic Ni–O bond to the covalent Ni–O bond with ligand holes, accompanied by hybridization of the Ni 3d and O 2p orbitals, which leads to the formation of covalent bonds. We emphasize a progressive shift from ionic-dominant to covalent-dominant interactions, without a specific turning point in this transition. High valence nickel ions, characterized by negative LMCT, are stabilized by electrons shared from oxygen, leading to hole formation in the oxygen.15,38 This ligand-hole stabilized configuration may prevent an increase in the effective nuclear charge of Ni. Thus, the K-edge XANES no longer shows blue shifts after the ionic Ni–O bond completely vanishes in the bulk, indicating that the predominant Ni–O bond is now covalent. Moreover, in the presence of Ni ions, it is difficult to observe a substantial O contribution through Co hybridization with O.38 This is because owing to the Co cation with a lower effective nuclear charge, the LMCT for the Co–O bond is weaker than that for the Ni cation. Although Co can also act as an electron transfer bridge in oxygen redox, its contribution is overshadowed by the stronger Ni–O covalency in Ni-rich systems. If only Co is present in a layered material, such as LiCoO2, electron–hole formation on O occurs through hybridizing with Co to respond to charge compensation.41 Ceder et al.42 and Tarascon et al.43 also emphasized that in late-transition-metal oxides (e.g., Co, Ni), it is the oxygen that is in large part responsible for the electron exchange, which can be explained based on the elegant electron–hole chemistry. Therefore, in NCM cathodes, oxygen is involved in charge compensation primarily through Ni–O hybridization, with minimal contribution from Co–O hybridization, across the entire electrochemical range. This involvement leaves no doubt about its substantial contribution to capacity throughout the entire delithiation process. However, this raises the question of whether oxygen redox, stimulated by interaction with transition metals, is necessary, and whether such oxygen redox would contribute to extra capacity, as observed in Li-rich cathodes.
In the field of charge compensation mechanisms, it is widely recognized that redox mechanisms are categorized into TM redox and O redox.44 The former refers to any redox process involving TM 3d orbitals, classified as TM redox regardless of potential contributions from hybridized anion ligands, while the latter describes a redox process that only involves O 2p orbitals, termed intrinsic anion redox.44,45 This concept of redox mechanism, with an ionic charge compensation perspective, is simple yet powerful, as it reveals the electron count, and the contribution from component atoms and provides insights into or predictions of structural or chemical properties, such as the anomalous first charge capacity of layered Li-rich oxide cathodes.46,47 Nevertheless, it is worthwhile to reconsider the appropriateness of depicting the redox process as two separate events, TM and O oxidation, in terms of formal oxidation states or valence, rather than focusing on changes in charge density, which refers to the distribution of electrons in chemical systems. In addition, higher oxidation states of oxygen can be observed before the anion redox regime, a phenomenon that raises the conclusion that the lattice oxygen oxidation occurs in the so-called TM oxidation regime.48 Thus, because the formal oxidation starts to blur in correlated systems and ploy-ion compounds, it is not quite wise to utilize the formal oxidation state from an ionic perspective to divide the charge compensation process into separated entities and ignore the interactions between ions, particularly the strong interplay between metal ions and ligand ions. There are certain ambiguities and uncertainties regarding the oxidation state, ionicity, covalency, and charge distributions, along with their interrelationships. Although there is a lack of advanced theoretical methods to detail the electronic structure in solids, we stress here that a complete understanding of the involvement of oxygen is critical in the battery process. During the conventional nomenclature TM oxidation regime, oxygen plays a role as important as TMs in charge compensation, facilitated by strong TM–O hybridization. Moreover, the formation of oxygen holes, accompanied by an increase in TM–O hybridization, significantly affects electrochemical properties and structural degeneration. The formation of the rock-salt phase and surface reduction can be attributed to reactions involving these oxygen holes.15,38 Oxygen participation in the charge compensation process through electron sharing with the metal does not contribute to extra capacity (Fig. 7a). Even if the metal does not induce oxygen electron sharing, it must still be oxidized to a high oxidation state to achieve such capacity. Furthermore, this oxygen oxidation process complicates electron donation, as the overlap between the metal and oxygen bands increases with greater delithiation. Oxygen can be involved in redox reactions independently of hybridization with TMs, a process denoted as intrinsic oxygen redox. This process occurs in the O 2p non-bonding states, where electrons are removed directly from this unhybridized state.8 This process is independent of the transition metal in terms of the redox process and has the potential to contribute extra capacity (Fig. 7b). In NCM cathodes, this unhybridized oxygen 2p state is formed by Li/Ni mixing49,50 and TM migration.51 Accordingly, we identify two pathways through which oxygen contributes to charge compensation: hybridization with transition metals and involvement in non-bonding O 2p states.
From an electronic structure perspective, the tendency of TM migration is influenced by the number of valence electrons (3d electrons) and the spin state. Based on octahedral site stabilization energy, TMs in high-spin states exhibit a greater tendency to migrate, whereas those in low-spin states show a reduced tendency to migrate (Fig. 9a).56 Ni2+ exists in a high-spin state and possesses a radius like that of Li+, facilitating migration and Li/Ni mixing. In contrast, neither Ni3+ nor Ni4+ is prone to Li/Ni mixing. Furthermore, high-spin Ni3+ is more susceptible to migration, while Ni4+ is likely to adopt a low-spin state. The branching ratio, defined as the ratio of integrated L3 intensity to the overall L2,3-edge intensity, is higher for high-spin states than for low-spin states (Fig. 9b).57 Therefore, it can be used as a diagnostic tool for the metal spin state. From the branching ratio at the TM L2,3-edge, it is observed that Ni adopts a low-spin configuration during the charging process in both NCM333 and NCM811 cathodes. Therefore, the low-spin electronic configuration renders Ni migration in these cathodes electronically structurally unfavorable. NCM811, however, exhibits a RIXS feature corresponding to trapped O2, suggesting that other factors enhance the probability of TM migration. Therefore, we present an in situ X-ray powder diffraction analysis conducted on NCM333 and NCM811 (Fig. S12 and S13†), to examine the phase transitions of NCM333 and NCM811 cathodes during the charging process. As indicated in Fig. S12,† NCM333 undergoes a series of phase transitions during Li extraction, transitioning from the original layered structure (H1) to the monoclinic phase (M).58 In contrast, NCM811 exhibits two additional hexagonal phases (H2 and H3), undergoing an H2–H3 phase transition at excessive delithiation.58 Yu et al. discussed that the structural essence of the H3 phase is an O3–O1 intergrowth structure, in which the O1 slabs originate from the gliding of original O3 slabs in high-nickel layered oxide cathodes.59 During the transformation from the O3 phase to the O1 phase, the oxygen stacking sequence changes from cubic close packing (ABCABC) in the O3 phase to hexagonal close packing (ABAB) in the O1 phase, accompanied by pronounced TM migration.59,60 This is due to the different migration pathways in the O1 and O3 phases, resulting in a lower energy barrier for Ni ion migration into the Li layer in the O1 phase.60 For the NCM333 cathode, Ni2+ in the pristine state is prone to mixing and migration, while in NCM811, Ni is also easy to migrate, but both without vacancies within the Li layer. Upon delithiation, both transition to a low spin state which inhibits migration; however, the formation of the O1 slab in NCM811 enhances the migration tendency (Fig. 9d). Additionally, Co and Mn, acting as “nail” elements, do not migrate. Thus, vacancies in NCM333 are separated by these immobile barriers, resulting in dispersed vacancies. In contrast, in NCM811, due to its higher Ni content, the TM vacancy clusters are formed by intralayer migration. Overall, while the electronic structure discourages TM migration, the geometric structure encourages it. Furthermore, the elemental composition influences the aggregation of vacancies.
(I) At relatively lower depths of charging, the system exhibits more ionic electronic structures, and thus the process primarily involves pure TM redox. Beyond a certain level of delithiation, the higher TM oxidation states cause electrons around the oxygen to transfer to TM, creating holes in the oxygen ligand and forming strong covalent TM–O bonds. In other words, oxygen participates in redox through strong TM–O hybridization and ligand-to-metal electron sharing (regarded as Ligand to Metal Charge Transfer, LMCT), even before the “formal” pure anionic redox reaction region. Additionally, in the Ni-rich material, NCM811, oxygen holes can be observed at any state of delithiation, including in the pristine state, indicating that the Ni3+ content is crucial for promoting electron holes on oxygen.
(II) Compared to NCM333, the NCM811 material undergoes a process involving trapped O2 before oxygen loss, which leads to the formation of vacancy clusters in the transition metal layer. This process is partially irreversible, and the aggregated vacancies from repeated cycling eventually destroy the layered structure. This variation in oxygen dimerization behavior is closely correlated with elemental composition, spin states, and the presence of stacking faults. Specifically, in NCM materials, Co and Mn are “nail” elements that do not migrate; thus, Ni is the only atom that can migrate within these materials. During the charging process, Ni is continually oxidized to high oxidation states and low spin states. However, these low-spin states, due to their stronger interaction with oxygen, are less likely to migrate. NCM811 is more susceptible to stacking faults in the O1 layer than NCM333, which geometrically increases the likelihood of Ni interlayer migration and favors the formation of vacancies in the TM layer. Compared to NCM333, where vacancies in the TM layer are distributed in such a way that intralayer migration to form vacancy clusters (a relatively aggregative region of vacancies) is challenging, the higher mobility of the active element Ni in NCM811 increases the probability of forming these clusters.
(III) Nickel is the metallic element most predominantly involved in charge compensation, with the Ni–O bond contracting significantly during charging. Notably, in the pristine state, the unequal metal–oxygen bond lengths (with the Ni–O bond being longer than others) cause the layered structure to adopt a “zigzag” configuration. Upon delithiation, the metal–oxygen bond lengths become more uniform, resulting in a “ruler” configuration. We hypothesize that the changes in the layered structure induced by local structural evolution have significant implications for phase transitions and the formation of stacking faults.
We have elucidated the charge compensation mechanisms in low- and high-nickel NCMs during high-voltage charging. Specifically, our analysis focused on the behavior of oxygen and the associated structure evolution to enhance our understanding of redox chemistry. This insight provides a broader context for discussions on anion redox reactions and informs strategies to improve performance. We expect that our findings will inspire numerous future studies, leading to a deeper fundamental understanding of the reaction mechanisms and material optimization, ultimately maximizing the energy density of NCM compounds.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d5sc00429b |
| This journal is © The Royal Society of Chemistry 2025 |