Open Access Article
Hong Chen
,
Pervin Bal
and
Oliver Clemens
*
University of Stuttgart, Institute for Materials Science, Materials Synthesis Group, Heisenbergstraße 3, 70569, Germany. E-mail: oliver.clemens@imw.uni-stuttgart.de; Fax: +49 711 685 51933
First published on 20th November 2025
Among all the alternative battery systems beyond lithium-ion batteries (LIBs), all-solid-state fluoride ion batteries (ASSFIBs) are particularly promising due to their high theoretical energy density, thermal stability, and recent advancements in room-temperature superionic solid electrolytes and intercalation-type electrodes. However, their practical application is hindered by poor cycling stability and limited rate capability, largely attributed to unfavored kinetics and interfacial degradation, especially in conversion-type cathodes. Previous studies have shown that the application of stack pressure can significantly improve the cell's cycling stability. To reveal the underlying mechanism, this study systematically investigates the impact of stack pressure on the electrochemical performance of ASSFIBs using BiF3|BaSnF4|Sn cells. Among the tested conditions, the best enhancement of cycling stability and rate performance was demonstrated under 180 MPa. Furthermore, ex situ diffraction analysis revealed pressure-dependent phase evolution and oxygen-related interfacial degradation (i.e., BiOF or BiO0.1F2.8 formation) in the BiF3 cathode during the first cycle. Through in situ electrochemical impedance spectroscopy combined with distribution of relaxation times analysis we identified charge transfer and F− diffusion as the dominant state-of-charge dependent kinetic limitations, with strong correlation to phase transitions within the BiF3 cathode composite. These findings emphasize the critical role of stack pressure in mitigating interfacial degradation and optimizing ion transport, providing valuable insights for the design and operation of high-performance ASSFIBs.
However, in practical application, the potential of ASSFIBs is hindered by poor cycling stability, limited rate capability, unfavored diffusion and/or reaction kinetics, and interfacial degradation. These limitations can be broadly attributed to two key processes: mechanical inter-particle contact loss (suddenly or progressively) and chemical decomposition at the interfaces.8,9 Unlike liquid electrolyte systems, where mechanical accommodation occurs more easily, all-solid-state batteries (ASSBs) are subjected to mechanical constraints, from fabrication to operation. Even minor volume fluctuations in active materials can bring substantial internal stress into the system.10 In ASSFIBs, particularly for conversion-based cathode materials, the reduction of metal fluorides (which can be described by MFy + ye− → M + yF−) accompanied by large volumetric changes (ΔV ≈ 30–70%) will lead to severe delamination within the composite. This can result in poor electronic/ionic percolation, increased overpotential, and ultimately, rapid capacity fading. Furthermore, interface instability between the electrode and solid electrolyte appears to dominate the cell performance in ASSBs, even more than in conventional lithium-ion batteries (LIBs), since the undesirable reaction products cannot dissolve and diffuse in the solid electrolyte.11
To overcome these challenges, many strategies have been explored, including the optimization of the electrode composite and interfacial engineering.12–17 Among them, applying stack pressure has shown significant benefits by mitigating the inter-particle contact loss and partially stabilizing interfacial reactions.18–23 The effects of stack pressure appear to be system-specific, depending on the chemical & mechanical properties of the electrode-solid electrolyte interface. In all-solid-state lithium-ion batteries (ASSLIBs), numerous studies have shown the pressure-dependent improvement originates from various mechanisms. For example, the ionic conductivity of Li3InCl6 increases from 0.35 to 0.52 mS cm−1 when pressure is raised from 2 to 10 MPa at 30 °C, which in turn enhances the utilization of cathode active materials such as single-crystal LiNi0.83Mn0.06Co0.11O2, leading to 93% capacity retention after 50 cycles at 10 MPa, compared to 65% at 2 MPa.21 Many works have also reported that the intrinsic volume change of electrode active materials determines the critical stack pressure to maintain an intimate and effective interface to achieve sustained cycling. For instance, silicon anodes (up to 300% volume expansion upon lithiation) require a stack pressure of 50–120 MPa,24,25 while Nb2O5 with 4% expansion only needs a minimum stack pressure of 2 MPa to reach capacity retention above 96% over 30 cycles.22 In contrast, zero-strain cathodes like Li4Ti5O12 (LTO) can maintain coulombic efficiency above 99% under a minimal pressure of 0.1 MPa.22
Our previous study extensively investigated the pressure-dependent conductivity of various solid electrolytes for ASSFIBs and demonstrated significant improvements in electrochemical performance for conversion-based and intercalation-based electrodes under applied stack pressures.18 However, the mechanism underlying the effects of stacking pressure on ASSFIBs remains unexplored. In solid-state batteries, electrode–electrolyte interfacial degradation has been studied using techniques such as XPS, TOF-SIMS, and TEM. Alongside these methods, electrochemical impedance spectroscopy (EIS) has significant advantages as a non-destructive tool for probing interfacial kinetics under operando conditions. While equivalent circuit modelling (ECM) of impedance spectra has traditionally been used for data interpretation, its application in ASSBs is limited by overlapping impedance features with similar time constants and difficulty in distinguishing electrode contributions. In recent years, distribution of relaxation times (DRT) analysis has been extensively applied in LIBs research,26–30 and its application is becoming increasingly important in ASSBs. By converting impedance data into the time domain without circuit assumptions, DRT can reveal distinct relaxation processes, such as charge transfer, ion diffusion, and interphase formation, with high resolution, enabling clearer interpretation of complex interfacial phenomena.
In this work, we report on the pressure-dependent cell performance of a BiF3 cathode composite. The first-cycle performance under varying pressure is investigated, in addition to determining cycling stability and C-rate capability under the optimized stack pressure condition. Furthermore, operando X-ray diffraction (XRD) and ex situ XRD analysis are used to investigate the phase evolution of the BiF3 cathode in BiF3|BaSnF4|Sn cells. In addition, in situ EIS with DRT analysis is employed to study the state-of-charge (SOC) and pressure dependence of different polarization processes, including charge transfer and ion diffusion. The results reveal the complex multi-scale effects of stack pressure, from crystalline phase formation and O2−/F− diffusion to macroscopic interfacial behavior, which then collectively influence the overall cell performance.
:
1) under an argon atmosphere in the glovebox and milled at 600 rpm for 4 h using a Retsch Planetary Ball Mill PM100. After ball milling, the powder mixture was annealed at 300 °C for 2 h under dynamic vacuum (10−2 mbar) using a Büchi Glass Oven B-585. The mechanical milling and the annealing process were repeated three times to enhance the doping process. Bismuth trifluoride (BiF3) (99%) from Alfa Aesar, Sn nanopowder (>99%, <150 nm particle size (SEM)) and carbon nanofibers (CNF) (>98%) from Sigma Aldrich were used to prepare the BiF3 cathode and Sn anode composites, as described by Reddy et al.31 The cathode composite consisted of 40 wt% BiF3, 50 wt% BaSnF4, and 10 wt% CNF, while the anode composite contained 50 wt% Sn, 40 wt% BaSnF4, and 10 wt% CNF. Again, BiF3 and CNF were dried at 190 °C under dynamic vacuum for 24 h using the vacuum furnace before the synthesis process.
For galvanostatic cycling under different stack pressures, cells were assembled and tested directly in the customized hot-press setup.18 The disc springs were used to minimize the force changes due to dynamic volume change of the pellet during cycling. Stack pressure variation between 20 and 450 MPa was studied due to the stable pressure range of the disc springs used. The chosen electrolyte was first filled in and compacted by hand. Afterwards the anode composite was hand-compacted on one side of the electrolyte and the cathode composite on the other side. The cells were compacted at 450 MPa for 90 s in a housing module made of Al2O3 (inner diameter 7.5 mm, corresponding to a cell area of 0.441 cm2) which then sits inside a steel mantle for radial constraint of the alumina housing. A pair of cylindrical hot working steel pins (AISI H11, 7.5 mm in diameter) were used as the current collector, which were aligned and electronically insulated by additional PTFE tubes. The entire hot-press setup was placed inside an argon-filled glovebox for operation under an inert atmosphere to avoid possible material degradation which can be induced by the presence of humidity and/or oxygen. Before cycling, the cell was heated up to the desired temperature and held for at least 4 h to reach thermal equilibrium. A pre-stack pressure which is slightly lower than the desired value was applied on the cell before heating, to minimize internal delamination due to thermal expansion, and the actual stack pressure after thermal equilibration was calculated from the recorded on-site force and adjusted accordingly. Cells cycled in typical high-temperature Swagelok type cells31 (∼0.2 MPa) are referred to as non-pressure cells within this manuscript. To investigate the phase evolution of BiF3 during charging, operando XRD measurements during galvanostatic cycling were conducted at 100 °C, and a Swagelok-type cell of compact design was used,32 where the pressure applied to the cell was estimated to be less than 0.1 MPa. The detailed description of operando XRD measurements can be found in chapter 2.3.
To evaluate the SOC and pressure-dependent interfacial degradation of the BiF3 cathode composite, EIS was performed under various stack pressures using VSP or VMP-300, after 2 h of galvanostatic cycling at 40 µA cm−2 and the following 2 h of rest (open-circuit voltage (OCV) monitoring). Impedance spectra were recorded at the open circuit state using a signal amplitude of 10 mV in the frequency range of 1 MHz to 100 mHz. DRT analysis was performed using RelaxIS 3 from rhd instruments. The DRT transformation with Gaussian radial basis function (RBF)-based discretization was conducted to deconvolute the complex impedance data. The second derivative of the distribution function was used as the penalty item for all patterns in this work, with a shape factor value of 0.5 and regularization parameter λ = 10−7. The obtained DRT patterns with multiple peaks were fitted using Gaussian functions to determine the characteristic time constants and peak areas. More details are provided in the literature.28
For ex situ X-ray diffraction experiments, powder samples or cell pellets released from ceramic modules at different SOCs were placed in low background airtight sample holders inside an argon-filled glovebox. X-ray diffraction (XRD) patterns were recorded at room temperature, with an incident slit size of 0.3°. A step size of 0.005° was applied in the 2θ range from 10° to 80°, leading to a total measurement time of 2 h 35 min. Since the phase evolution of the cell investigated during discharge has been demonstrated in our previous study,32 operando XRD patterns were recorded at 100 °C on a cell pellet (cathode side) in the discharged state (pre-discharged to 0.05 V against Sn/SnF2) while galvanostatic charging was performed in this work. The 2θ range was limited to 21.5–40.5° with a step size of 0.005° (and a scan time of 26 min). To obtain sufficient time-resolved data allowing for both phase analysis and quantification, a loop measurement was programmed to record XRD patterns during the galvanostatic charge process, at 1 h intervals. More details about the operando measurement can be found in our previous publication.32
Rietveld analysis of the diffraction data was performed using TOPAS V6,33 using a fundamental parameters approach as described in the literature,6 with the instrumental broadening being derived from a reference scan on a NIST standard of LaB6 (660a). To refine the different crystal structures of BiF3, Bi, and oxidefluorides, crystallographic information, as reported in the literature,34–37 was used without adjusting the atomic positions, but allowing for the refinement of lattice parameters. The structural model for the orthorhombic modification o′-BiF3−δ was derived as described in the literature.32 To account for angular dependent broadening effects from crystallite size and micro strain in the individual phases, two Voigt functions were used. An identical thermal displacement parameter of all atoms of all phases was constrained to minimize quantification errors. Batch Rietveld analyses were performed on operando XRD patterns by a python script which repeats the fitting process with the pre-refined boundary values and constraints carefully set on parameters in Topas V6 software to the group of patterns.
m) was fluorinated following the reverse pathway to discharging, initially forming o′-BiF3−δ (Fmmm), followed by c-BiF3−x (Fm
m), with increasing F− insertion into the lattice. This process is evidenced by the coherent increase in weight fraction of both phases observed. However, the oxidefluoride BiOF (P4/nmm) formed during discharging was found to be electrochemically inactive once formed and persists throughout the charging process. This is attributed to the thermodynamically stable nature of the Bi–O bond under cell operating conditions (100 °C), which makes F−/O2− exchange highly unfavorable. Also, oxygen diffusion is sluggish at solid–solid interfaces compared to fluoride ion diffusion, further limiting the reversibility.32 Furthermore, when the cell is charged to 1 V, no orthorhombic BiF3 (Pnma) was observed, and the cell volume of the formed c-BiF3−x (∼195.9(2) Å3) is smaller as compared to the initial value (∼199.2(2) Å3) observed before the first discharge process.32 This likely indicates a defect-richer structure and plausible oxygen incorporation in the cubic phase during charging.42
To understand the effects of stack pressure on the phase evolution, ex situ XRD was conducted on cells charged to 1 V after cycling under various stack pressures. Fig. 3a compares the ex situ XRD patterns of those cells, and it can be seen, from the reflections marked by grey rectangles in Fig. 3a, that the phase evolution of BiF0.1O2.8 in the BiF3 cathode exhibits pressure-dependent behavior. As obtained from detailed Rietveld analysis, the relative weight fraction of Bi-containing phases in the BiF3 cathode composite is shown in Fig. 3b (Partial fits are given in Fig. S7 and S10). In contrast to non-pressure conditions, even when only a moderate pressure of 20 MPa is applied, BiOF can no longer be detected; instead a F−-rich oxidefluoride BiO0.1F2.8 phase35 (P63/nmm, a = 4.083 Å, c = 7.323 Å) is observed. This phase is structurally and chemically distinct to orthorhombic37 and cubic BiF3 modifications32 and BiOF35 (P4/nmm, a = 3.746(9) Å, c = 6.226(1) Å), but has a very similar powder XRD pattern to trigonal BiF3 (ref. 43) (P
c, a = 7.165 Å, c = 7.318 Å). However, there is a very strong difference in the unit cell volumes that have been observed for those phases. As an example, the overview of crystallographic data of BiF3 and oxyfluorides obtained in the partial fit of the BiF3 cathode composite of a cell pellet (dis)charged (0.05–1 V) under a pressure of 180 MPa (Fig. S8) is listed in Table S1. The volume per BiOxF3−2x (0 ≤ x≤ 1) unit in trigonal BiF3 and the compound observed by us is very different by ∼2.6%, whereas the orthorhombic modification observed fits with the volume within error (∼−0.07% volume difference to what has been reported in the literature37), and the smaller difference of the cubic modification is explained by its defect richer nature (as outlined in detail in our previous article32). A volume difference of 2.6% for a symmetry distorted variant must thus have another origin. Given the volume evolution of BiOxF3−2x on oxygen substitution (Table S2 and Fig. S9) appears a fairly linear dependence on the oxygen content x in the BiOxF3−2x unit, the lattice parameters and volume we observed are very much in agreement with the reported hexagonal modification of BiO0.1F2.8, giving even a better fit with a reduced Rwp value (in Table S1). Both our previous study32 as well as this work have shown that in the pressure-free cells the presence of the tetragonal modification of BiOF (with a very low volume per BiOxF3−2x) is unquestionable. Since O substitution is thus a known phenomenon to occur within the cathode composite,32 the identification of the low-O content bismuth oxyfluoride BiO0.1F2.8 with clearly different volume per BiOxF3−2x unit than trigonal BiF3 is conclusive. However, one should be aware that the oxygen content cannot be determined precisely here, but that an overall fluorine-rich composition is indicated. Interestingly, the formation of BiO0.1F2.8 is contradictory to the mechanism for the formation of BiOF at the later discharge stage, which involves introduction of F− defects into BiF3 and accumulation of oxygen impurity during defluorination.32 To clarify the origin of BiO0.1F2.8, cells cycled under 20 MPa and 180 MPa were analyzed by ex situ XRD at the discharged state (cell potential of 0.05 V). As shown in Fig. S11, no BiOF or BiO0.1F2.8 is detected at the discharged state, suggesting that BiO0.1F2.8 most likely forms under pressure in the later stage of charging (considering its fluorine-rich composition). This finding implies that stack pressure affects oxygen transport kinetics in the BiF3 composite; especially, O2− diffusion appears to be suppressed within the investigated pressure range, which is critical for phase evolution.
Notably, the pressure-dependent formation of BiO0.1F2.8 appears to be closely correlated with the ionic conductivity trend of BaSnF4 discussed in Section 3.1. With increasing stack pressure from 20 MPa to 150 MPa (in Fig. 3b), a reduced weight fraction of BiO0.1F2.8 is observed, and with a further increase in applied pressure, the amount of BiO0.1F2.8 rises again. This observation indicates the formation of BiO0.1F2.8 to be a consequence of the interplay between the kinetics of F− and O2− diffusion and their different activation volumes within the BiF3 cathode composite, which result in different pressure dependencies of the fluoride and oxide ion transport. Pure fluorides are in general poor oxygen conductors and, to the best of our knowledge, there is no study on oxygen conduction (and pressure dependency) within BaSnF4 or other fluorides so far. However, many studies on the activation volume for O2− in fluorite-type oxides and F− in fluorite-type (-related) fluorides have been reported.18,44 Christopoulos et al.44 reported that the activation volume of O2− diffusion in fluorite structured oxides (ThO2, UO2 and PuO2) at room temperature locate in the range of 10−14 cm3 mol−1. Even for a superior oxide conductor ZrO2 (doped with 8 mol% Y2O3),45 the activation volume for O2− transport at 750 °C is 2.08 cm3 mol−1. In our previous study,18 the determined activation volume of F− in BaSnF4 is 1.01(2) cm3 mol−1 at 30 °C. Given that the activation volume of O2− diffusion is significantly higher than that of F- diffusion due to its larger ionic radius and higher covalency, our observation of reduced formation of bismuth oxyfluorides under pressure conditions is well in line with this behavior, suggesting that the O2− diffusion process is considerably more sensitive towards stack pressure than F− diffusion within the cathode composite. In addition, by studying low-pressure cells using operando XRD it is confirmed that the O species in the composite contribute to the formation of BiOF during discharging by a plausible F−/O2− exchange mechanism at electrode–electrolyte interfaces.32 Therefore, under stack pressure the eliminated voids and the improved contact between particles would certainly affect the O2− diffusion at the interfaces. In summary, we interpret the pressure-dependent formation of BiO0.1F2.8 as follows: from 20 MPa to 450 MPa, the solid–solid contact has been improved by increasing pressure and thus reducing the availability of the interfacial pathway for O2− diffusion in the cathode composite, while F− transport is still dominated by the solid electrolyte. Initially, as the pressure increases from 20 MPa to 150 MPa, the suppression of O2− diffusion combined with enhanced F− transport leads to reduced formation of BiO0.1F2.8. At pressures beyond 200 MPa, the ionic conductivity of BaSnF4 significantly drops, limiting F− transport to a level more comparable with O2− diffusion. As a result, the weight fraction of the BiO0.1F2.8 phase increases again slightly, possibly indicating a pressure threshold beyond which F− transport becomes a rate-limiting factor for oxyfluoride formation.
It is important to note that oxygen accumulation is a continuous process during cell operation, particularly in the system where the solid electrolyte is the main source of oxygen impurity.32 Given that, prolonged cycling would unavoidably lead to an increase of oxidefluoride content. This agrees with the findings reported in Fig. 3c, which compares the weight fraction of Bi-containing phases of cells under non-pressure conditions and constant pressure of 180 MPa after cycling. After 20 cycles without stack pressure, BiOF accounts for approximately two thirds of the Bi-containing phases. This finding is consistent with the severely decayed capacity to below 10% of the theoretical value of 302 mAh g−1. In contrast, under 180 MPa, oxygen accumulation is significantly suppressed, and with prolonged cycling its negative impact becomes pronounced. After 150 cycles, partial transformation of BiO0.1F2.8 to BiOF is observed, indicating gradual interfacial degradation. This observation is well reflected in the cell capacity decay observed in Fig. 2a, confirming that by applying optimized pressure, the oxygen-accumulation-related degradation can be significantly reduced, but not eliminated. Thus, these results reveal a dual impact of stack pressure, promoting F- diffusion and suppressing O2− transport. Nevertheless, the presence of oxygen impurities remains a critical limitation, especially in long-term cycling, even at optimized pressure ranges. This emphasizes the importance of solid electrolyte purity, improved interfacial design and cell fabrication for ASSFIBs.
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| Fig. 5 Fitted resistances of the cells in Fig. 4a–c (interphase, charge transfer and diffusion through Bi-containing electrode active materials (CAMs)) categorized according to their characteristic time constants. | ||
As can be seen in Fig. 5a and b and the corresponding DRT plots shown Fig. 4d–f, the single peak with the highest intensity in the τ3 (>1 s) regime is attributed to the F− ion diffusion in the polycrystalline Bi-containing electrode materials (including bulk and grain boundary contributions). The less pronounced peaks located in the faster τ2 (10−2–100 s) regime correspond to the charge-transfer processes of both electrodes. These peaks also reflect the microstructural changes at electrode–electrolyte interfaces with a change of SOCs. In the τ1 (10−5–10−2 s) regime, we assign the smaller peak to the charge transfer across any interphases. In the τ0 (<10−5 s) regime, contributions from solid electrolyte (i.e. contributions from both bulk and grain boundary responses of the nanocrystalline BaSnF4 electrolyte, hereafter referred to as RSE) and the potential contact resistance with the current collector are present. Due to the absence of a semicircle corresponding to BaSnF4 within the measured frequency range, the RSE was determined by the intercept of Nyquist plots on the real impedance axis and excluded from DRT fitting (Fig. S12). For all three pressure conditions, RSE reveals a nearly constant value during both defluorination and fluorination, indicating SOC independence as would be expected for an electrolyte; the detailed values are listed in Tables S3 to S14.
To confirm the dominance of BiF3 cathode-related kinetic processes, a control EIS-DRT measurement was performed on a Sn/SnF2 symmetric cell in the half fluorination state (Sn to SnF2 mass ratio is 1
:
1) and after 20 cycles (Fig. S13). It is found that such a Sn anode retains a relatively stable overpotential (slowly growing to 15 mV over 24 cycles); its contribution to the BiF3|BaSnF4|Sn cell can thus be considered to be negligible. Furthermore, though the Sn/SnF2 electrode exhibits similar time constants to the BiF3 cathode, compared to BiF3, the evolution of the peak's intensity is small and the corresponding resistances are much smaller (Rct is around 20 times lower and Rdiff is 50 times up to 2 magnitudes lower than that of the BiF3 side). Hereby, it is confirmed that the measured kinetics in BiF3|BaSnF4|Sn cells predominately reflect the behavior of the BiF3 cathode.
As can be seen in Fig. 5a and b, across three pressure conditions, the dominant SOC-dependent processes in the BiF3 cathode composite are charge transfer (resistance referred to as Rct) and ion diffusion processes (Rdiff). Here, F− diffusion is considered to be the primary contribution due to the minor fraction of the oxygen impurity and much slower oxygen accumulation (predominantly along solid–solid interfaces).32 Similarly, it has been reported for oxide electrode materials such as Li7Ti5O12 (LTO) in LIBs that those two processes are kinetically dominant and are sensitive to the SOC. Thus, we conclude that the charge transfer and diffusion processes exhibit relatively high resistance values at the beginning of discharge, which can be attributed to the activation process, the low concentration of F− defects in the fully charged BiF3 lattice and the nucleation of the metallic Bi phase. Reversibly, the increase in Rdiff and Rct at the end of charging results from the reduced availability of F− defects and the poor electronic conductivity of BiF3
46 and oxidefluorides,47,48 once present, compared to metallic Bi and CNF. As described in the previous chapter, the formation of oxidefluoride phases (e.g., BiOF and BiO0.1F2.8) is generally suppressed under the pressure conditions investigated in this work. Correspondingly, the associated Rint remains small during cycling and relatively stable during discharge. However, Rint exhibits a pronounced increase during charging, particularly for later SOCs (see the discussion later in this chapter).
With increasing stack pressure, Rdiff, Rct and Rint all decrease significantly from moderate (20 MPa) to high pressure (180 MPa), primarily due to drastically improved solid–solid interparticle contact. However, at the highest pressure investigated (430 MPa), only a minor impact of resistance reduction can be observed, while other effects, such as lattice distortion and pressure-induced phase evolution, become dominant under this condition.
Notably, during the first defluorination, Rdiff shows a complex behavior with two minima, in agreement with three stages of structural evolution as described in our previous study.32 With F− extraction and Bi formation, orthorhombic BiF3 transitions to cubic BiF3−x, then an orthorhombically distorted phase is formed prior to the formation of Bi metal becoming predominant (referred to as Stage I, II and III marked in Fig. 5a). It can be clearly seen that in Stage I Rdiff decreases during the transition from o-BiF3 to c-BiF3, then increases in stage II with o′-BiF3−δ increasing its fraction. Finally, in Stage III, Rdiff decreases when the phase fraction of o′-BiF3−δ decreases again. Considering that F− diffusion within the grain of Bi-containing active materials occurs mainly through a vacancy-exchange mechanism, an increase in F− vacancy concentration would initially enhance the ion mobility. Once the amount of F− defects reaches a certain threshold, the defects tend to cluster, leading to structural distortion, and this appears to increase the resistance for F− within the electrode. This change is observed independent of stack pressure, indicating that this partial defluorination mechanism is intrinsic to the BiF3 cathode. In the subsequent fluorination on charging, Rdiff only possesses a single minimum observed at OCVs between 0.35 and 0.45 V, coinciding with the formation of o′-BiF3−δ at the beginning of fluorination. Rdiff then increases again as fluorination proceeds via formation of c-BiF3−x from o′-BiF3−δ, consistent with the reversible phase transformation observed by operando and ex situ XRD. Noticeably, over Stage II to III of defluorination, Rdiff increases at 430 MPa and even exceeds the value under 180 MPa, being even 1.5 times higher than that before cycling. Given the defect-richer nature of the intermediate o′-BiF3−δ phase in this region, it is plausible that this modification exhibits a distinct activation volume, making the F− mobility more susceptible to the pressure effect than in other modifications. This could be considered the most plausible origin for the capacity degradation described in Fig. 1b. This is also in agreement with the increased Rdiff under 430 MPa during charging in the OCV range from 0.35 to 0.5 V. Overall, these findings indicate that, despite enhanced interparticle contact at high stack pressures, which should facilitate charge transport, excessive pressure may instead negatively affect the F− ion mobility within defect-rich phases of the Bi/BiF3 cathode. We also note that the suppression of F− mobility aligns well with the increased formation of BiO0.1F2.8 under pressure beyond 200 MPa (see Section 3.2), likely arising from the competitive F− and O2− diffusion kinetics. This also explains the higher Rint observed at 430 MPa compared to 180 MPa (Fig. 5b). Overall, the DRT study in combination with diffraction analysis shows that the stack pressure must be carefully optimized to balance between improved interfacial contact and adverse effects on ionic transport and phase stability.
Our results demonstrated that applying high pressures (150–180 MPa) significantly improves cell capacity, coulombic efficiency, and long-term cycling stability. This enhancement is not only attributed to the improved mechanical contact between solid–solid interfaces and the increased ionic conductivity of BaSnF4, which reduces the cell overpotential and collectively preserves electronic and ionic percolation pathways, but also to the suppression of the formation of oxygen-rich BiOF and corresponding interfacial degradation. In contrast, cells under insufficient pressure suffer from interfacial degradation, including delamination and collective oxidefluoride formation (BiOF or BiO0.1F2.8), explaining the rapid capacity decay; the XRD result reveals that excessive pressures beyond 200 MPa lead to increased BiO0.1F2.8 formation, by suppressing F− mobility and promoting competitive diffusion with oxygen impurities. While optimized stack pressure hinders oxygen accumulation, the related interfacial degradation due to residual oxygen impurity remains unavoidable during prolonged cycling, emphasizing the critical need for electrolyte purification and interface design.
Through in situ EIS-DRT analysis, we identified different kinetic processes and correlated them to the observed phase evolution and capacity decay. It is revealed that charge transfer and ion diffusion within Bi-containing active materials are the dominant SOC-dependent kinetic processes. The resistance contributions Rdiff and Rct exhibit strong correlation with structural evolution, evidenced by the observed changes of Rdiff during defluorination and fluorination, respectively, highlighting the intrinsic nature of phase-change-driven F− mobility in BiF3. Moreover, excessive stack pressure (430 MPa) was found to suppress F− mobility, particularly at defect-rich stages.
Overall, our findings demonstrate that the influence of stack pressure on ASSFIBs is non-monotonic and governed by a complex interplay between mechanical contact, competing ion transport and phase evolution. Careful optimization of stack pressure is essential to balance mechanical stability, ionic transport and phase reversibility, and to ensure high-performance fluoride-ion battery systems.
Crystallographic data for c-BiF3 Fm-3m has been deposited at the ICSD under 24522 and can be obtained from https://icsd.fiz-karlsruhe.de/display/details.xhtml.
Crystallographic data for Bi has been deposited at the ICSD under 64703 and can be obtained from https://doi.org/10.1107/S0365110X62002297.
Crystallographic data for BiOF has been deposited at the ICSD under 24096 and can be obtained from https://icsd.fiz-karlsruhe.de/display/details.xhtml.
Crystallographic data for BiF3 P-3c has been deposited at the ICSD under 29325 and can be obtained from https://doi.org/10.1088/1742-6596/871/1/012007.
Crystallographic data for BiO0.1F2.8 P4/nmm has been deposited at the ICSD under 24056 and can be obtained from https://icsd.fiz-karlsruhe.de/display/details.xhtml.
Crystallographic data for BaSnF4 P4/nmm has been deposited at the ICSD under 166207 and can be obtained from https://doi.org/10.1063/1.3234393.
The data supporting this article have been included as part of the supplementary information (SI). Supplementary information is available. See DOI: https://doi.org/10.1039/d5ta06611e.
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