Abu Md
Numan-Al-Mobin
*a,
Ben
Schmidt
b,
Armand
Lannerd
a,
Mark
Viste
c,
Quinn
Qiao
d and
Alevtina
Smirnova
*a
aSouth Dakota School of Mines and Technology, USA. E-mail: abumd.numan-al-mobin@sdsmt.edu; alevtina.smirnova@sdsmt.edu
bPhysical Electronics Inc, USA
cMedtronic Inc, USA
dSyracuse University, USA
First published on 9th September 2022
The all-solid-state battery is a promising alternative to conventional lithium-ion batteries that have reached the limit of their technological capabilities. The next-generation lithium-ion batteries are expected to be eco-friendly, long-lasting, and safe while demonstrating high energy density and providing ultrafast charging. These much-needed properties require significant efforts to uncover and utilize the chemical, morphological, and electrochemical properties of solid-state electrolytes and cathode nanocomposites. Here we report solid-state electrochemical cells based on lithium oxyhalide electrolyte that is produced by melt-casting. This method results in enhanced cathode/electrolyte interfaces that allow exceptionally high charging rates (>4000C) while maintaining the electrochemical stability of solid-state electrolyte in the presence of lithium metal anode and lithium iron phosphate-based cathode. The cells exhibit long cycle life (>1800 cycles at 100 °C) and offer a promising route to the next-generation all-solid-state battery technology.
Many solid-state electrolytes are known that exist in the form of ceramic, glass-ceramic, or glass phases.20–22 Among them are sulfide-based23,24 electrolytes, such as Li10SnP2S12 (LSPS),25 75Li2S·25P2S5 (LPS),26,27 and Li10GeP2S12 (LGPS),28–30 garnet-based oxides,31 superionic phosphate-based32,33 (LAGP34 and LATP35), and antiperovskites. Stabilization of a solid-state electrolyte in a particular phase depends on synthesis conditions, such as temperature gradients during cooling processes36 or the presence of moisture37 that define mechanical, electrochemical, and ion-transport properties. Compared to ceramic electrolytes, glasses38 typically possess compositional flexibility, high ionic transference numbers, and the absence of dendrites that grow along grain boundaries. Further modification of glasses provides partial crystallization and higher ionic conductivities20 due to the formation of metastable superionic glass-ceramics.39 These phase transformations change lithium-ion transport mechanisms, which are isotropic in glasses. Contrary to glasses, ion transport in glass-ceramics occurs through lithium interstitial or vacancy mechanisms that depend on the valence of cations and lithium-ion deficiency.20
In comparison to other solid-state electrolytes, antiperovskites demonstrate a number of collective advantages40,41 for electrolytes and cathodes42,43 and the formation of a glassy phase that eliminates lithium dendrite growth known for garnets.44,45 Furthermore, antiperovskites can be synthesized in various forms, such as glass,46,47 or glass-ceramics.48 Depending on temperature and doping, rhombohedral or cubic phases have been reported,49 thus providing a broad range of ionic conductivities. Contrary to sulfides,50 the high stability of Li2OHCl in the presence of melted lithium was confirmed by testing Li/Li2OHCl/Li symmetric cells cycled at 195 °C for 160 cycles. In these tests, the reaction between the Li2OHCl and molten lithium produced LiCl (s), LiO2 (s) and H2 (g). The LiCl (s) and LiO2 (s) worked as a solid electrolyte protective layer for the crystalline Li2OHCl. The study shows that the LiCl remained near the crystalline Li2OHCl and Li2O layer stayed close to the melted lithium to protect Li2OHCl from further degradation.36 Furthermore, the broad electrochemical stability window of antiperovskites was explained by slow kinetics of decomposition reactions resulting in high overpotential51 and high thermodynamic decomposition voltages, e.g. in lithium halide hydrates52 or lithium oxyhalides.41 These observations are further confirmed considering that the electrochemical stability window of solid-state electrolytes narrows with decreased voltage range while moving down the halogen or chalcogen groups.51 Therefore, it is obvious that high voltages and broad electrochemical stability windows are expected for the elements with lower atomic numbers, such as chlorine and oxygen in lithium oxyhalides.
Despite many publications, the concept of “OH-free” Li3OCl lithium oxyhalides53 remains controversial. It is mainly based on the disclosed formation of complex substituted compounds, such as Li3OHCl2, Li5(OH)2Cl3, Li2OHCl, Li5(OH)3Cl2, or Li3(OH)2Cl36 that could explain a broad conductivity range and phase transformations in conjunction with chemical composition, crystal lattice, and purity of the reported oxyhalides.46,49,53 In the case of Li2OHBr and Li2HOCl,54 phase transformations from Pmc21 orthorhombic to Pm3m (Oh) cubic phase were reported36,49 at temperatures below 50 °C.49 In other cases, Li3OCl chemical composition was affected by water as a by-product formed during its synthesis in vacuum-sealed glass tubes. As a result, the formation of various phases led to different mechanisms of ionic transport reflected in the corresponding values of ionic conductivities. In some cases, conductivities of Li3OCl and Li3−x(OHx)Cl polymorphs53 were very low in the range of 10−6–10−7 S cm−1.41,47,49 However, higher values of 2.5 × 10−4 and 2.0 × 10−4 S cm−1 at room temperature were obtained for glassy state55 and thin films,56 respectively.
Besides solid-state electrolyte properties, another critical factor for solid-state battery performance is mechanical and chemical compatibility at interfaces between different phases in nanocomposite cathodes. Capacity fade was reported for solid-state electrochemical cells caused by the formation of electrochemically inactive interfaces, poor particle wettability,22 and microcracking due to volume changes during cycling.57,58 However, significant improvements in cell performance were reported after heat-treatment of garnet-containing cathodes.59 To the best of our knowledge, the correlation between the interfacial properties of oxyhalide-based cathodes and electrochemical cell performance has not been addressed. This study continues our effort,60 where the lithium oxyhalide in contact with lithium metal demonstrated low activation energy (0.31–0.23 eV) at room temperature up to 100 °C.
The melt-casting produced electrochemical cells, different from the melt infiltration method reported earlier.61 It was performed in an argon glovebox by melting the inorganic precursors on Ni foil at 550 °C, mixing the LFP-based cathode powder with the melted electrolyte, cooling, compression, and removing the nickel foil from the solidified electrolyte surface (Fig. 1(a)). The applied procedure resulted in the Li3OCl electrolyte layer contacting the nickel foil surface. After the nickel foil removal, cathode–electrolyte interdigitated layers approximately 500 μm thick were formed with a total LFP powder loading of 17 μg. The configuration of the electrochemical cell Al/C|[LFP(98.5%)/C(1.5%)] + xLi3OCl|Li3OCl with thin cathodes (∼10 μm) circumvented mass-transport limitations (Fig. 1(b)), and charged at high C-rates as evident from the results.
Fig. 1 The melt-casting method (a) provides a gradient distribution of cathode particles within a thin cathode layer interdigitated with a solid-state electrolyte and offers a percolation network for lithium-ion and electron transport in the absence of mass-transport limitations within the cathode (b). The Li3OCl solid-state electrolyte has an antiperovskite crystal structure (c) generated by VESTA 3.62 |
The CR2032 electrochemical cells were assembled using lithium metal disks (14.5 mm in diameter). Defined by the area of lithium metal disks, the active surface area of the lithium-metal electrochemical cells was ∼165 mm2. A stainless-steel spacer (0.5 mm) and a wave-spring were placed on top of the lithium disk before crimping the cell at 1000 psi for 1 min using an MSK-110 Hydraulic Crimping Machine from MTI Corp. The crimping procedure was performed inside an MBraun argon glovebox with ≤1 ppm H2O and ≤1 ppm O2.
The scanning electron microscope (SEM) imaging was performed using a Supra 40VP (Zeiss) field emission scanning microscope with a nitrogen atmosphere. The secondary electron collector (SE2) was used as a detector with a working distance of 8.0 mm. The electron beam was held at 10 kV. SEM images were taken at 0.5 K, 1 K, 5 K, and 10 K magnification. Energy-dispersive X-ray spectroscopy (EDS) was performed using the EDS detector from Oxford Instruments X-Max 80 mm2 silicon drift detector (SDD) along with the microanalysis software system from AZtecEnergy (Oxford Instruments). The X-ray photoelectron spectroscopy (XPS) analysis was performed using VersaProbe III from Physical Electronics. The samples were mounted to the holder with nonconductive adhesive tape in argon and moved to the XPS system in a sealed transfer vessel for minimized air exposure. A 100 W monochromatic Al Kα X-ray beam was rastered over a 1300 × 100 μm area. At 224 eV pass energy, the survey scans were collected for ∼5 minutes. The C 1s C–C peak was positioned at 284.8 eV to calibrate the binding energy scale. The C 1s peaks were then adjusted for each sample to ensure the correct interpretation of the recorded spectra.
Using high-resolution X-ray diffraction spectroscopy, we analyzed the synthesis of three different solid-state electrolyte scenarios (Fig. 2). The first sample (S-1) was synthesized at a fast-cooling rate (100 °C s−1), but lithium hydroxide, known for its ability to absorb moisture, was dehydrated before mixing it with lithium chloride. The second sample (S-2) was produced from as-received precursors and at a fast-cooling rate (100 °C s−1). The third sample (S-3) was synthesized from as-received lithium hydroxide and lithium chloride precursors at a slow cooling rate (2 °C s−1). The XRD spectra for the S1–S3 samples (Fig. 2) are presented in comparison to the simulated XRD spectrum of Li3OCl (Fig. 2(d)) and the XRD reference patterns for as-received lithium hydroxide and lithium chloride precursors (Fig. 2(e) and (f)). For quantitative analysis, MDI JADE software was used to calculate the weight fractions of individual phases (Fig. 3).
Fig. 3 Calculated weight percent of the individual phases using the MDI JADE software. The pattern fitting was performed using the pseudo-Voigt fitting approach. |
In MDI JADE analysis, all parameters, for example, selection of elements, Δd ± 0%, Δ2θ ± 0.12, and pseudo-Voigt shape function, were kept identical for each of the three samples. The lowest purity was detected for the S-3 sample (Fig. 3). It contains only 34 wt% of the main Li3OCl phase and a high concentration of impurities, such as Li2O2 (52 wt%) and H2O·ClO4 (14 wt%). An assumption was made that slow cooling did not allow water to escape from the sample fast enough during crystallization. This assumption was justified by sample S-2 (Fig. 2(b)), which was solidified at a much higher cooling rate (up to 100 °C s−1). The sample S-2 demonstrated a much higher (84 wt%) Li3OCl yield. The observed high concentration of Li2O2 impurity (16 wt%) was explained by moisture present in the lithium hydroxide precursor (Fig. 2(b)). Based on JADE-calculated weight fractions, the S-1 sample (Fig. 3) produced from the dehydrated lithium hydroxide at a high cooling rate demonstrated the highest purity of lithium oxyhalide. The software omitted two small peaks labeled with asterisks (Fig. 2(a)). Therefore, the S-1 sample results in 100% Li3OCl purity. A small amount of moisture contamination could explain the origin of these peaks during the sample transfer.
In terms of 2θ angles, the S-3 spectrum produced at a slow cooling rate demonstrated low-intensity peaks at 45.63°, 54.87°, 67.35°, 71.08°, and 82.06°. These peaks do not match the simulated XRD data (Fig. 2(d)) and are assigned to H3O·ClO4 hydronium perchlorate by-product. The formation of this solid-state impurity63 can be explained by the interaction between protonated water cations, oxygen, and chloride anions, similar to the mechanism described for sulfur-containing hydronium-based compounds.64,65 On the contrary, the XRD spectra of the S-1 and S-2 samples (Fig. 2(a) and (b)) match the simulated XRD data (Fig. 2(d)). Specifically, lithium oxyhalide peaks in S-1 and S-2 samples are identified at 26.43°, 37.73°, 46.68°, 54.46°, 61.55°, 68.19°, 80.67°, and 86.68° 2θ.
These results demonstrate that the yield of lithium oxyhalide and its purity largely depends on both the hydration levels of inorganic precursors and the contact time of the sample with water produced in the reaction. It is evident that the samples solidified during fast cooling contain less (S-2, ∼16%) or no impurities (S-1, 0%). The concentration of impurities in the S-3 sample produced at a slow cooling rate is much higher (∼66%). This study confirms that fast cooling and fast moisture removal at higher temperatures (550 °C) is vital for synthesizing pure lithium oxyhalide.
Fig. 4 SEM images at the cross-section of LFP/C (cathode) and Li3OCl (electrolyte) interface. The color profiles show the elemental distribution of carbon, oxygen, chlorine, phosphorous, and iron. |
Fig. 5 SEM images showing the elemental distribution of carbon, oxygen, chlorine, phosphorous, and iron within the intermingled LFP/C cathode and lithium oxyhalide electrolyte layers. |
The glass-forming ability of lithium oxyhalide can be explained using a kinetic concept. The glassy phase forms by melt quenching at critical cooling rates when crystallization does not occur.70 In correlation with the properties of sulfur-based Li2S–Ga2Se3–GeSe2 glasses,20,38 the elemental distribution of carbon, oxygen, chlorine, phosphorous, and iron in the LFP/C-Li3OCl cathode layer (Fig. 5) reveals numerous conduction pathways through the lithium oxyhalide glass network. We hypothesize that through rapid hopping in Li3OCl, randomly distributed lithium ions are responsible for lithium-ion transport leading to superior conductivities compared to their crystalline counterparts.20
Following the schedule in Fig. 6(a), the first 500 cycles were executed in a voltage range of 2.60–3.50 V, typical for lithium iron phosphate cathodes with a theoretical specific capacity of 170 mA h g−1 at 3.45 V.71 A wider voltage window of 2.0–4.2 V was used to track the electrochemical performance during deep discharge and over-lithiation. Each cycle (Fig. 6(a) and (b)) was completed in three consecutive steps: (1) charging – C, (2) 1 h relaxation time between any charge and discharge cycle – R, and (3) discharge cycle – D. The role of relaxation time between charge and discharge cycles was to stabilize the cell voltage. It was observed (Fig. 6(b)) that the cell voltages were shifting during relaxation time. Specifically, they were decreased to 3.42 V and increased to 2.92 V between the charge and discharge cycles, respectively. The corresponding capacity measurements and the measured C-rates (Fig. S1, ESI†) show that the difference between discharge and charge C-rates increases with increasing C-rate. This observation indicates that at higher C-rates and higher currents, there is a significant difference in intercalation vs. deintercalation of lithium ions into the host LFP structure. It also defines the kinetics of lithium-ion transport when lithium ions can move out from the host cathode network faster during discharge. Furthermore, this analysis implies that at the same positive charge and negative discharge rates, the intercalation of lithium ions into the host LFP cathode matrix is slower.
The results in Fig. 6(a) demonstrate that the solid-state cells based on lithium oxyhalide can be charged much faster without mass-transport limitations in a relatively thin cathode. Furthermore, the average charge and discharge capacity at the beginning and the end were approximately the same (Fig. S1, steps 2 and 9, ESI†), indicating reproducible cell performance. The charge and discharge capacity plots and the differential capacity plot (Fig. S2 and S3, ESI† respectively) suggest no significant chemical structure change during charge and discharge. It is widely known that the differential capacity plot provides information on the structural transformation of the active materials during the charge/discharge process. The solid-state electrochemical cell we present does not show any significant differential capacity peaks indicating almost no degradation in the cell performance.
To represent the discharge capacity better and account for the effect of current, temperature, and voltage on the all-solid-state cell, the discharge capacity is normalized to 1C (Fig. 7). The first C-rate cycle demonstrated a close-to-theoretical discharge capacity of 186 mA h g−1. After five C-rate schedules (200 cycles) depicted in Fig. 6(a), the normalized discharge capacity decreased to 81 mA h g−1 while the capacity retention was 86%. The charge and discharge cycles (500 cycles) of the cell were continued at 3C and 0.5C in the voltage range of 2.6–3.5 V, respectively. In these 500 cycles, there were no changes in the discharge capacity. Further cycling at 3C charge and 1.5C discharge resulted in a decreased discharge capacity (70 mA h g−1), which was relatively stable until the cell disassembly. In the last 500 cycles, the cell capacity was steady even after the cell's exposure to overcharged (4.2 V) and deep discharge (2.0 V) conditions (Fig. 7).
Fig. 7 Performance of a solid-state cell Al/C|[LFP(98.5%)/C(1.5%)] + xLi3OCl|Li3OCl|Li exposed to different operating conditions: (a) 0–200 cycles charge/discharge schedules as depicted in Fig. 6; (b) 200–510 cycles at 2C charge and 0.5C discharge; (c) 510–1827 cycles at 3C charge and 1.5C discharge, and (d) a view of a disassembled electrochemical cell after 1827 cycles for the XPS study. |
During the C-rate test, the cell's open-circuit voltage (OCV) at 100 °C was constantly improved from 2.6 V to 2.9 V (Fig. 7). This increase in OCV is most likely due to the formation of additional charge-transfer channels within the electrolyte–cathode interdigitated architecture. The assumption of creating extra conduction pathways for lithium-ion transport was confirmed when the cell was exposed to room temperature for six days. The open-circuit voltage of the all-solid-state cell initially dropped to near zero volts indicating the suppression of the ion conduction channel. Later, the cell regained its OCV and performance at 100 °C within a few days (Fig. 7), showing the reversible nature of ionic conduction channel creation. The drop in discharge capacity after the first 200 cycles can be explained by the interfacial dissociation caused by accelerated C-rate tests at high-temperature (100 °C). After the drop in initial discharge capacity, cell performance was stable for additional 1600 cycles at 100 °C. It confirmed that the cell degradation did not occur due to deep discharge or over-lithiation.
The electrochemical impedance spectroscopy (EIS) (Fig. 8) performed at different stages of cell operation provides additional information regarding the effects of higher C-rates, temperature, and deep discharge or overcharging. During the first two months of testing, the initial charge-transfer resistance (1.8 kΩ) slightly increased but then continued to fluctuate within 2–3 kΩ and did not change even after the cell exposure to high C-rates. After a few months of continuous cycling at variable C-rates and 100 °C, the cell impedance increased. As emphasized in the following section, most likely, this change is not related to lithium oxyhalide or cathode degradation. However, based on the evidence of stainless steel or copper oxidation by lithium metal at higher temperatures,72–74 this corrosion mechanism could be one of the plausible causes for increased cell impedance after long-term testing at 100 °C.
Analysis of the deconvoluted spectra of chlorine atoms in Li3OCl (not shown) demonstrated no change in binding energies of p3/2 and p1/2 electrons. Specifically, 2p3/2 binding energies for chlorine atoms before and after cell testing are very close, e.g. BE(Cl2p3/2) = 198.8 eV and BE(Cl2p1/2) = 198.7 eV. The binding energies for chlorine 2p1/2 electrons before (BECl2p1/2 = 200.3 eV) and after cell testing (BECl2p1/2 = 200.4 eV) were similar. The observed 0.1 eV separation of 2p3/2 and 2p1/2 peaks between the fitted curves was in good correlation with the expected spin-orbit splitting effect within the p-orbital of chlorine atoms in lithium oxyhalide. These results show the high electrochemical stability of the solid-state Li3OCl electrolyte in contact with lithium-metal anode after five consecutive schedules with variable C-rate ranging from 0.6C to >4000C at 100 °C (Fig. 6(a)).
Similar to the XPS study of solid-state electrolytes, the electrochemical stability and potential phase transformation of Li3OCl electrolytes in the presence of carbon-coated LiFePO4 have been evaluated before (sample 2–1) and after (sample 2–2) cell testing (Fig. 10). No changes have been observed for electrolyte or LFP active cathode material regarding binding energies or the number of peaks after deconvolution. The deconvoluted high-resolution spectra of lithium atoms in the cathode nanocomposite (Fig. 10 inset) reveal three Li 1s peaks at 54.12 eV, 55.48 eV, and 57.51 eV. These peaks correspond to different electronic states of lithium within lithium oxyhalide and the crystal structure of lithium iron phosphate. The observed higher intensity of the Li 1s peak at 55.48 eV indicates that the electrolyte within the cathode composite was significantly higher than the corresponding amount of LFP.
The demonstrated XPS analysis of Li3OCl within the cathode nanocomposite before and after long-term cell testing confirms the electrochemical stability of Li3OCl in contact with lithium metals and at interfaces with LiFePO4-based cathode during their exposure to accelerated C-rate tests at 100 °C. Furthermore, this study does not provide any evidence of irreversible reaction of chlorine with electrodes and/or electrolyte decomposition during charge–discharge cycles, as proposed earlier.47 However, similar experiments need to be performed at a higher current in the future.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d2ma00512c |
This journal is © The Royal Society of Chemistry 2022 |