Yeonguk
Son‡
ab,
Haeseong
Jang‡
c,
Bo
Wen
a,
Changshin
Jo
d,
Alexander S.
Groombridge
e,
Adam
Boies
f,
Min Gyu
Kim
*g and
Michael
De Volder
*a
aDepartment of Engineering, University of Cambridge, 17 Charles Babbage Road, CB3 0FS Cambridge, UK. E-mail: mfld2@cam.ac.uk
bDepartment of Chemical Engineering, Changwon National University, Changwon, Gyeongsangnam-do 51140, Republic of Korea
cDepartment of Advanced Materials Engineering, Chung-Ang University, 4726, Seodong-daero, Daedeok-myeon, Anseong, Gyeonggi-do 17546, Republic of Korea
dDepartment of Battery Engineering and Department of Chemical Engineering, Pohang University of Science and Technology University, Pohang 37666, Republic of Korea
eEchion Technologies Ltd, Unit 9, Cambridge South, West Way, CB22 3FG Cambridge, UK
fDepartment of Mechanical Engineering, Stanford University, Stanford, CA 94305, USA
gBeamline Research Division, Pohang Accelerator Laboratory (PAL), Pohang 37673, Republic of Korea. E-mail: habga82@postech.ac.kr
First published on 19th February 2025
Titanium niobium oxides (TNOs) are attractive anode materials for high power density Li-ion batteries. However, the details of capacity storage in TNOs are not fully understood today as it depends on the Ti and Nb composition and their changes in the oxidation state. This is further complicated by a wide variation in gravimetric capacities reported in the literature for TNO anodes. Therefore, in this work, we systematically synthesise TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 particles using the same solid state reaction approach and report their electrochemical properties via galvanostatic cycling, cyclic voltammetry, and the galvanostatic intermittent titration technique (GITT). Furthermore, we use operando X-ray absorption spectroscopy (XAS) to investigate the redox reactions taking place in each of these compositions, which provides new insights into their charge storage mechanisms. We found that of the materials tested, TiNb2O7 anodes show the best cycling and rate performance, which could be related to the higher utilization of Nb redox revealed via operando XAS analysis.
The gravimetric capacity of reported TNO anodes ranges from 210 to 341 mA h g−1 depending on the material design and cut-off voltage, which is 20–95% higher than that of LTO anodes, while maintaining fast charging properties.4,8 However, the exact details of the redox mechanisms contributing to the gravimetric capacity measure in TNO anodes remain ambiguous. For example, Dr S. Dai and co-workers reported valence state variation of Ti and Nb during the initial discharge using in situ Ti K-edge and Nb K-edge X-ray absorption near edge structure (XANES) spectra in the 1.0 V and 3.0 V voltage range in TiNb2O7.9 As a result, Ti4+ and Nb5+ were reduced to Ti3.2+ and Nb3.6+, which well matched with an experimental discharge capacity of 281 mA h g−1. However, this could not explain the broad range of capacities reported in publications. Moreover, there are only a few reports investigating how redox mechanisms vary depending on the TNO formulation.10,11 In this work, we investigate the reaction mechanisms taking place in TNO anodes by systematically synthesising materials with different compositions (TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62) using the same synthesis protocol and benchmarking them against LTO anodes. We developed a dry solid state synthesis method for the above four TNO formulations which allows for a side-by-side comparison of their capacity, rate performance, capacity retention and capacitive behavior. Furthermore, in order to study the charge storage mechanisms taking place in these materials, detailed electrochemical tests are carried out together with operando XAS to track the changes in the redox state of Ti and Nb as a function of the state of charge. These new fundamental insights into the operation of different TNO batteries are critical for their further optimisation and potential use in future EVs and other commercial applications.
The energy storage in the TNO anode is driven by changes in oxidation states of Ti and Nb during charge and discharge. According to previous reports, Ti4+ and Nb5+ are converted to Ti3+ and Nb3+ during the charging (lithiation) process.10 The theoretical capacities of TNO anodes depend on the composition of Ti and Nb and can be calculated by assuming a certain oxidation state change and normalising the charges stored per unit mass. We carried out these calculations (see the ESI† for details) under different assumptions:
(i) Ti4+ and Nb5+ are converted entirely to Ti3+ and Nb3+ (one-electron transfer in Ti and two-electron transfer in Nb): this results in theoretical capacities of 388 mA h g−1 for TiNb2O7, of 396 mA h g−1 for Ti2Nb10O29, of 398 mA h g−1 for Ti2Nb14O39, and of 402 mA h g−1 for TiNb24O62.
(ii) Ti4+ and Nb5+ are converted to Ti3+ and Nb4+ (one-electron transfer in Ti and one-electron transfer in Nb): this results in theoretical capacities of 233 mA h g−1 for TiNb2O7, of 216 mA h g−1 for Ti2Nb10O29, of 212 mA h g−1 for Ti2Nb14O39, and of 205 mA h g−1 for TiNb24O62.
These calculations illustrate that the capacity of TNO anodes can vary substantially depending on the actual oxidation state changes that are achieved in Ti and Nb within the voltage window they are cycled. It is worth noting that the capacities of the TNO anode reported in previous publications vary broadly (210–326 mA h g−1) and we summarized these values in Table S2.†3,8,11,19–27
We first carried out half-cell experiments in coin cells with active material:
carboxymethyl cellulose (CMC)/styrene butadiene rubber (SBR) binder
:
Super-P carbon additive at a weight ratio of 8
:
1
:
1 and tested them in triplicate. All electrodes were coated on Cu foil with an areal loading of 1.5–2.0 mg cm−2 and were tested using 1.3 M LiPF6 in a mixture of ethylene carbonate (EC), ethyl methyl carbonate (EMC) and diethyl carbonate (DEC) (3
:
5
:
2) with 10 wt% fluoroethylene carbonate (FEC) as an electrolyte. Cut-off voltage was 0.1–2.5 V. Our TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 anodes show reversible capacities of 278, 299, 302, and 289 mA h g−1 respectively and coulombic efficiencies of 88.1, 88.7, 87.7 and 87.5% in the first 0.05C formation cycle (Fig. 2a and S3†). The capacities measured fall between the two different oxidation state assumptions made above, and this warrants a more detailed investigation of the actual changes in oxidation taking place. To confirm the extent and potentials of each redox reaction, cyclic voltammetry (CV) was performed at a slow scan rate of 0.04 mV s−1 (Fig. 2b). The major lithiation and delithiation peaks of all the TNO compositions studied here are between 1.6 and 1.7 V vs. Li/Li+ respectively, which has previously been associated with the redox reactions of Nb5+/Nb4+.28,29 The second highest redox peak couple appears at around 1.1–1.3 V (lithiation) and 1.3 V (delithiation), which has been linked to the redox reactions of Nb4+/Nb3+. The lithiation peak of Nb4+/Nb3+ was broader than the delithiation peak of Nb4+/Nb3+. The minor peak couples at 1.8–2.0 V are related to the redox reactions of Ti4+/Ti3+.19,26,30 The redox peaks of Ti4+/Ti3+ at the TiNb24O62 sample are at around 2.0 V and the redox peaks of Ti4+/Ti3+ at Ti2Nb10O29 and Ti2Nb14O39 appear at around 1.9 V (see the inset of Fig. 2b). However, TiNb2O7 shows no minor peaks at 1.8–2.0 V.
Fig. 2c shows cycling performance of TNO anodes at 0.5C in half-cells. Of the TNO anodes studied here, the TiNb2O7 anode showed the best cycling performance of 87% retention in the 100th cycle. The Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 anodes show retentions of 72, 66, and 60% in the 100th cycle respectively. TiNb2O7 anodes also show a better rate performance than the other TNO anodes studied here. As shown in Fig. 2b, TiNb2O7 achieved a capacity retention of 48% at 10C whereas Ti2Nb10O29, Ti2Nb14O39 and TiNb24O62 achieved about 42, 40 and 41% respectively. Note that in high-rate performance, slight differences in particle size may have an effect. However, in our experiments, the differences in electrochemical performance based on the Ti-to-Nb ratio in TNO anodes were not overshadowed by variations in particle size.
To verify the practical viability of our TNO anodes and to compare them with commercial LTO anodes, we compared the full cell performances of TNO and LTO anodes with the same LiNi0.6Co0.2Mn0.2O2 (NCM622) cathode with an N/P ratio of 1.4. We utilized the TiNb2O7 composition, which showed the best performance in our TNO anode half-cell tests, for the full cell experiments. Fig. S4† shows voltage profiles of full cell formation cycles. Gravimetric capacity of the full cell is based on the weight sum of both cathode and anode active materials. The discharge capacities and coulombic efficiencies of TNO–NCM and LTO–NCM full cells at the 1st formation were 81.86 mA h g−1 and 91.41% (for TNO–NCM) and 74.13 mA h g−1 and 91.69% (for LTO–NCM) respectively. Nominal voltages of TNO–NCM and LTO–NCM full cells at the 1st discharge were 2.19 and 2.29 V respectively. The nominal voltage of TNO–NCM is slightly lower than that of LTO–NCM; however the gravimetric capacity is slightly higher. The cycling performances of both TNO–NCM and LTO–NCM full cells showed very stable 0.5C cycling life (Fig. 3a). There is no significant fading in cycling life. Also, the two full cells show great rate performance at 0.5C charge and 0.5, 1, 2, 3, 4, and 5C discharge rates. At a 5C discharge rate, TNO–NCM and LTO–NCM full cells show a similar capacity retention of 85 and 83% respectively (Fig. 3b).
![]() | ||
Fig. 3 Full cell performance with TNO and LTO anodes. (a) Cycling performance of LTO–NCM and TNO–NCM full cells. (b) Rate performance of LTO–NCM and TNO–NCM full cells. |
To measure the oxidation state changes in Nb directly, we used operando XANES. Because of Ti's low threshold energy, operando XANES analysis is impossible because the photon energy corresponding to the Ti K-edge is almost entirely absorbed by the thick Cu foil. However, by measuring the actual oxidation state change of Nb with XANES alongside the capacity, we can calculate the capacity contribution from Ti and infer its oxidation state change (see the ESI† for the details of the calculation method). Fig. 4a shows the Nb K-edge XANES absorption spectra of TNO anodes at fully lithiated and delithiated states and continuous spectral changes are provided in Fig. S5.† Based on the results of XANES spectra and reference data, the oxidation number of Nb at the TNO anode is obtained from a least-squares method (LSM) (see Fig. 4b). Note that we utilized Nb2O3 and Nb2O5 as Nb3+ and Nb5+ reference materials respectively in oxidation state measurement in XANES analysis.9 During the delithiation process, the oxidation state changes of Nb in TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 electrodes are 1.64, 1.58, 1.59, and 1.43 respectively. The lower the ratio of Nb in TNO composition, the greater the electron transfer in Nb. In other words, the redox reaction of Nb is the most pronounced in TiNb2O7 and decreases with materials having a relatively higher Nb content. The calculated oxidation state changes of Ti at TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 electrodes are 0.31, 0.42, 0.20, and 0.87 respectively (Fig. S5†). Note that Nb/Ti ratios in TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 are 2, 5, 7, and 24 respectively.
Fig. 4c and d show the radial structure function of TNO samples obtained using Fourier transforms of the Nb K-edge EXAFS (extended X-ray absorption fine structure) oscillations at fully lithiated and delithiated states. The continuous spectral changes are provided in Fig. S6.† Because the EXAFS data are qualitative, we focused on identifying the differences between TNO compositions and distinct properties from previously reported Nb2O5 anodes.31 The peaks at around 1.7–2.2 Å in Fig. 4d correspond to the Nb–O interaction and the peaks at around 2.8–3.5 Å in Fig. 4d correspond to the Nb–TM (transition metal) interaction. In all samples, the peaks of Nb–O interaction are characteristically higher than those of Nb–TM interaction in the fully lithiated state, and in contrast, the peaks of Nb–TM interaction are higher than those of Nb–O interaction in the fully delithiated state. This phenomenon corresponds to the lithium-ion diffusion mechanism in the tetragonal Nb2O5 anode.31 This suggests that Li ions diffuse through the Nb–TM interlayer in TNO anodes similar to lithium-ion diffusion through the Nb–Nb interlayer in tetragonal Nb2O5 anodes.31 This is evidence that TiNb2O7, which has a higher O/Nb ratio compared to the other TNO samples, can be advantageous in lithium-ion diffusion. In other words, the lower O/Nb ratio in TNO anodes, the lower the rate performance.
To verify this trend, we measured the diffusion properties of our different TNO anodes using a CV based method published previously.18,32Fig. 5a shows the CV data for TiNb2O7 and those of the other TNO anodes are shown in Fig. S7.† We plotted the log(sweep rate) versus log(peak current) graph to investigate the redox mechanism of TNO anodes (Fig. 5b). In this graph, if the slope is close to 1, there is no diffusion limit (capacitive behaviour), and if it is close to 0.5, it has general diffusion properties.18,32 As shown in Fig. 5b, the slope values of TiNb2O7, Ti2Nb10O29, Ti2Nb14O39, and TiNb24O62 electrodes are 0.89, 0.78, 0.76, and 0.65 respectively. The slope was the highest in the TiNb2O7 anode and is decreasing with the oxygen to Nb and Ti ratio. This confirms the trend measured by EXAFS, which suggests faster kinetics in TiNb2O7. Next, the GITT (Galvanostatic Intermittent Titration Technique) was conducted to quantify both ohmic and non-ohmic overpotentials in different TNO compositions as a function of the state of charge (during lithiation) (see the ESI† for a detailed pulse method). The raw data of GITT data are shown in Fig. S8.†Fig. 5c shows that the ohmic overpotentials range from 0.005–0.020 V. The non-ohmic drops are placed in the range of 0.00–0.45 V (Fig. 5d). The overpotential difference between samples was smaller than the overpotential difference according to SOC. Therefore, the rate performance of TNO anodes is determined more by diffusion than by the difference in overpotential.
Footnotes |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4ta08141b |
‡ These authors contributed equally to this work. |
This journal is © The Royal Society of Chemistry 2025 |