Zina Deriche
a,
Sibani Lisa Biswal
ab and
Stavroula Kampouri
*abc
aDepartment of Chemical and Biomolecular Engineering, Rice University, Houston, TX 77005, USA. E-mail: Stavroula.Kampouri@rice.edu
bRice Advanced Materials Institute (RAMI), Rice University, Houston, TX 77005, USA
cChemistry Department, Rice University, Houston, TX 77005, USA
First published on 1st September 2025
Solid-state batteries promise significant improvements in energy density and safety over conventional liquid-electrolyte systems, yet realizing their full potential hinges on developing solid electrolytes with high ionic conductivity and long-term cycling stability. Metal–organic frameworks (MOFs) have emerged as attractive candidates due to their high porosity, tunability, and structural versatility. However, integrating MOFs into solid-state batteries faces several critical challenges, such as high interfacial resistance, chemical reactivity at electrode–electrolyte interfaces, mechanical brittleness during cycling, and parasitic proton conduction. These issues are compounded by persistent pitfalls in accurately characterizing ionic conductivity, including ambiguities in distinguishing intrinsic Li+ transport from extrinsic protonic or solvent-mediated contributions and a lack of standardized measurement protocols. In this review, we first explore the interplay between MOF structural features and ion transport mechanisms. Then, we critically assess current strategies to overcome interfacial, chemical, and mechanical barriers, including composite membrane fabrication, defect engineering, and framework design. Finally, we propose best practices for electrochemical impedance spectroscopy (EIS) and cycling tests, emphasizing rigorous controls to decouple intrinsic ion conduction from extrinsic contributions. By addressing material and methodological challenges, this work aims to advance the development and accurate evaluation of MOF-based electrolytes for next-generation energy storage applications.
The principal challenge in solid-state electrolytes lies in ion transport, as ion diffusion in solids is generally much slower than in liquids.12,13 In solids, ions typically move via a hopping mechanism between fixed sites in a rigid lattice.14–16 This process is inherently less efficient than free ion transport in liquids, where the absence of a fixed lattice allows for greater mobility.14–16 The material's structure, defect density, and ionic species play a critical role in determining ion diffusion rates.14,16 The most common materials for solid-state electrolytes are ceramics and polymers.6,7 Ceramics generally offer high ionic conductivity but are brittle and require energy-intensive processing.17,18 On the other hand, polymers provide suitable mechanical flexibility, but often suffer from limited conductivity and chemical stability.17,18 These limitations have prompted the exploration of alternative materials.16,18,19
Metal–organic frameworks (MOFs) are at the forefront of materials science, owing to their remarkable porosity, tunable structures, and versatile functionalities.20–22 Composed of metal nodes coordinated to organic linkers, MOFs form highly porous crystalline networks that can be tailored at the atomic level.20 Their high internal surface areas, along with their tunable pore size and chemical composition, make them promising for various applications, including energy storage.16,23–25 Recent advances in ionically conductive MOFs have highlighted their potential as solid-state battery electrolytes.16,23,25–27 However, achieving efficient ionic conductivity, particularly for lithium ions (Li+), remains challenging, as few examples demonstrate both long-term stability and high conductivity.16,23,28 This limitation reflects a still-evolving understanding of ionic dynamics within MOFs, including the influence of framework flexibility, pore environment, ion–framework interactions, and guest molecule behavior – all of which must be controlled to enable practical performance in solid-state devices.16
In this context, several reviews, such as the one by Kharod et al., have thoughtfully examined strategies to enhance ionic conductivity in MOFs through structural modifications and functionalization.16 Similarly, Wei et al. and Sadakiyo et al. have highlighted significant advancements in lithium-ion and proton conduction, respectively.29,30 Building on these foundational contributions, this review turns its focus to areas that remain less thoroughly addressed, including ongoing pitfalls in the field, such as ambiguities in conductivity characterization, limited standardization in measurement practices, and the need for more systematic design strategies to improve ion transport performance. Emphasis is placed on challenges such as interfacial resistance and structural design limitations, which continue to hinder practical implementation. By addressing these often-overlooked issues and providing targeted strategies to overcome them, this work aims to complement existing literature, contributing to the advancement of MOFs as viable next-generation solid electrolytes, capable of supporting safer, high-capacity energy storage aligned with global sustainability goals.
Ionic conductivity (σi), typically reported in S cm−1, is defined by the product of charge carrier density (ci) in cm−3, ion charge (qi) in C, and mobility (μi) in cm2 V−1 s−1:
σi = ciqiμi | (1) |
Ion mobility is related to the diffusion coefficient (Di) cm2 s−1 through the Nernst–Einstein relation:
![]() | (2) |
Di = D0e−Ea/kBT | (3) |
![]() | (4) |
The ionic conductivity of an extended solid is typically measured using electrochemical impedance spectroscopy (EIS) and calculated using the following equation:
![]() | (5) |
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Fig. 1 Nyquist plot and equivalent circuit model representing ion transport and interfacial processes in a solid-state electrolyte system. The circuit consists of an uncompensated resistance (Ru), a parallel combination of the double-layer capacitance (Cdl), charge transfer resistance (Rct), and Warburg impedance (Zw) accounting for semi-infinite ion diffusion. The plot features a depressed semicircle at intermediate frequencies corresponding to Rct‖Cdl, followed by a low-frequency tail arising from Zw. The intercept at high frequencies represents Ru, while the total semicircle width corresponds to Rct. Rb denotes the real axis projection of bulk impedance contributions. Rb is the value used to calculate ionic conductivity in eqn (5) of Section 2.1. |
Designing efficient ion conductors relies on minimizing activation energy, which is primarily governed by structural factors, such as the electrolyte lattice geometry, bond polarizability, and vacancy density – all of which govern ion migration barriers. Unlike conventional solid electrolytes, which depend almost exclusively on single-ion hopping or concerted-ion diffusion through a dense lattice, MOFs enable a hybrid set of pathways that blend liquid- and solid-state features.33,34 They are typically activated by soaking in liquid electrolytes, allowing the solvent and ionic species to infiltrate the pores.16,35 Upon drying, the solvent may partially evaporate or remain confined within the pores, resulting in a dry, solid-state material rather than a suspension. MOFs can facilitate four distinct ion transport mechanisms, either individually or in combination (Fig. 2). (I) The vehicle mechanism involves ions being carried by mobile species, typically resulting in activation energies (Ea) greater than 0.4 eV (Fig. 2I).36–38 (II) The Grotthuss mechanism enables ion transport through hopping between fixed, solvated sites such as H3O+, NH4+ in a relay-like fashion, generally yielding Ea values below 0.4 eV (Fig. 2II).36,38,39 (III) Single-ion diffusion occurs as individual cations hop between lattice vacancies (Fig. 2III),16,34,40 and (IV) concerted-ion diffusion involves the synchronous movement of multiple ions, transiently lowering the energy barrier and enabling conduction with Ea values as low as 0.2 eV (Fig. 2IV).34,41–43 Therefore, targeting Grotthuss and concerted diffusion modes is essential for high-performance MOF-based ionic conductors. Identifying the dominant transport pathway requires comprehensive analysis, including measurements of cation transference numbers and investigation of ion and solvent dynamics using spectroscopic techniques such as solid-state NMR. Ideally, these experimental insights should be supported by computational modeling to enable a reliable assignment of the operative mechanism.16,33
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Fig. 2 Schematic representation of the four primary ion conduction mechanisms in porous or framework-based electrolytes. (I) Vehicle mechanism involves the migration of solvated ions through the material. (II) Grotthuss mechanism describes proton hopping facilitated by hydrogen-bond rearrangements, enabling rapid ion transport without the bulk motion of water molecules. (III) Single-ion diffusion proceeds via a vacancy-assisted hopping process, in which isolated ions overcome an activation energy barrier to move between coordination sites. (IV) Concerted-ion diffusion features cooperative hopping of multiple ions, which lowers the effective activation energy and enables enhanced conductivity, particularly in ordered frameworks or densely populated channels. Panels III and IV were adapted with permission from ref. 34. |
A clear example of this interference was reported by Brus et al., who investigated MIL-53 loaded with lithium metallacarborane salt (Li+[Co(C2B9H11)1]− or LiCoD).45 MIL-53 is a “breathing” MOF that can reversibly adopt narrow-pore and open-pore conformations. When loaded with LiCoD, MIL-53 showed an intrinsic Li+ conductivity on the order of 10−6 S cm−1 at 100 °C. However, at 75% relative humidity (RH), the conductivity increased by nearly three orders of magnitude (∼10−3 S cm−1 at 100 °C). This dramatic enhancement is attributed to water absorption acting as a secondary dopant, which likely formed a percolating network of H+ or H3O+ within the pores. The presence of these fast-moving polar protic charge carriers significantly boosted the overall conductivity. Consequently, MIL-53, intended to be a single-ion Li+ conductor, functioned as a mixed conductor under ambient conditions, with extrinsic proton transport dominating the ion conduction behavior.
Temperature can further exacerbate proton conduction in MOF-based systems, particularly in the presence of Li salts. Sarango-Ramírez et al. demonstrated this in a two-dimensional (2D) MOF, Ti-dobdc (Fig. 3a), into which lithium halide salts (LiX, X = Cl, Br, I) were mechanically incorporated.46 In their approach, Ti-dobdc and the lithium salts were ground together in a 1:
1 molar ratio, followed by exposure to high humidity (95% RH), targeting the intercalation of LiX between the MOF layers. This mechanical insertion expanded the lattice and introduced ionic species without compromising the structural integrity of the framework. The resulting composites exhibited high total ionic conductivity (>10−2 S cm−1) between 30 and 40 °C. Notably, pulsed-field gradient (PFG) NMR revealed that this conductivity stemmed not only from Li+ but also from substantial proton mobility, indicating mixed conduction. Interestingly, higher temperatures led to increased water uptake – a counterintuitive effect. Rather than promoting dehydration, elevated temperatures increased the framework's moisture content, a result attributed to the hygroscopic nature of the lithium salts, especially LiI. Higher water vapor pressure and weaker Li–X bond strength at elevated temperatures facilitated salt hydration, thereby enhancing the framework's affinity for moisture. As water molecules diffused into the structure, they formed hydrogen-bonded networks that supported proton conduction via the Grotthuss mechanism, evidenced by the low activation energies (∼0.4 eV). This behavior is illustrated in Fig. 3, which shows the structure of Ti-dobdc along with the dependence of total ionic conductivity and activation energy on relative humidity. The data confirm that proton conduction becomes dominant under high humidity conditions, with activation energies dropping below 0.4 eV, consistent with a Grotthuss-type mechanism.
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Fig. 3 (a) Structural model of the 2D-layered MOF Ti-dobdc, illustrating the hexagonal pore channels and highlighting in pink the non-coordinated carboxyl oxygen. (b) Ionic conductivity of Ti-dobdc and Ti-dobdc–LiX (X = Cl, Br, I) measured at 298 K under varying relative humidity (RH). (c) Corresponding activation energy values vs. RH. Adapted from ref. 46 with permission from Wiley-VCH, copyright 2023. |
Even in MOFs where electronic conductivity is expected to dominate, proton interference can distort results. Wang et al. reported this in Cd2(TTFTB), a 3D framework composed of Cd(II) and tetrathiafulvalene-tetrabenzoate ligands (TTFTB4−).47,48 This MOF is electrically conductive due to π–π interactions between the TTFTB linkers, which enable through-space electron transport. However, under humid conditions, the measured conductivity notably increased. Detailed analyses showed that water uptake introduced protonic conduction within the MOF, enhancing the measured conductivity. Spectroscopic analysis and conductivity measurements under varying partial pressures revealed that adsorbed water formed hydrogen-bonded networks along the TTFTB stacks, enabling proton hopping through the framework and significantly increasing the apparent conductivity (by one to two orders of magnitude relative to dry conditions).
Even aprotic vapors can obscure intrinsic ion transport behavior by introducing extrinsic conduction pathways. Yoshida et al. demonstrated this in MIL-101 (Fig. 4a) loaded with magnesium bis(trifluoromethanesulfonyl)imide (Mg(TFSI)2) and exposed to acetonitrile (MeCN) vapors, reporting a record-high Mg2+ conductivity of 1.9 × 10−3 S cm−1 at room temperature.49 As shown in Fig. 4, guest vapor exposure had a profound impact on conductivity. The enhancement was attributed to MeCN molecules forming solvation shells around Mg2+ ions, thereby reducing electrostatic drag and enabling coordinated ion migration. However, Yoshida et al. further noted that the transference number analysis revealed only 41% of the current originated from Mg2+, with the remainder arising from protons and other solvated ions, underscoring the influence of the vapor environment on the observed conductivity. Similarly, Ulihin et al. found that MIL-101 impregnated with lithium perchlorate (LiClO4) exhibited conductivity values typical of aqueous salt solutions (∼10−3 S cm−1) under 50% relative humidity, due to spontaneous water uptake.50 This absorbed moisture formed a confined liquid phase within the pores, behaving as a proton-conducting electrolyte. Complete dehydration required prolonged vacuum heating at 180 °C, confirming the persistent nature of this extrinsic contribution.
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Fig. 4 (a) Structural illustration of MIL-101⊃{Mg(TFSI)2}, showing the incorporation of Mg2+ and TFSI− within the framework pores. (b) Arrhenius plots of ionic conductivity for MIL-101⊃{Mg(TFSI)2} under various anhydrous vapors. Exposure to MeCN, methanol (MeOH), and ethanol (EtOH) vapors significantly enhances conductivity (>10−3 S cm−1), whereas tetrahydrofuran (THF), diethyl carbonate (DEC), propylene carbonate (PC), and dry N2 result in poor conductivity. Adapted from ref. 49 with permission from the American Chemical Society, copyright 2022. |
Beyond vapor-mediated effects, ambient exposure can destabilize composite MOF electrolytes, complicating conductivity interpretation. Nozari et al. studied a Na-conducting IL@ZIF-8 composite (IL: ionic liquid, ZIF: zeolitic imidazolate frameworks) that initially exhibits an ionic conductivity of ∼2 × 10−4 S cm−1 at 25 °C.51 When stored in ≈45% RH air, the crystalline sample's conductivity falls by ≈8% after 2 days and ≈30% after 20 days, with activation energy rising from 0.26 eV to 0.38–0.40 eV. To address this, the composite was ball-milled for 30 minutes to yield a partially amorphous material (am-S-IL@ZIF-8). Although its initial conductivity was lower (σ0 = 2.97 × 10−5 S cm−1), the amorphous sample retained approximately 85% of its conductivity over 20 days, in contrast to a decline of over 30% in the crystalline analogue. The authors attribute this enhanced retention to reduced framework–guest interactions in the disordered network, which better preserves Na+ pathways. However, because neither ionic liquid leaching nor water-uptake isotherms are directly measured, the assertion that amorphization alone confers the improved air stability remains inferential and would benefit from targeted sorption or humidity control studies.
On the other hand, extrinsic conduction emerges when external vapors or liquids infiltrate the MOF, creating liquid-like environments within the pores. Water is the most prevalent contributor, as many MOFs are hydrophilic and readily adsorb moisture under ambient conditions.45,46,50 Once adsorbed, water can dissociate to form H3O+ or OH− in the presence of polar sites or promote ion solvation and mobility. For example, in the previously discussed LiClO4-loaded MIL-101, moisture uptake led to the formation of a liquid much like brine in the pores.50 Under these conditions, the measured conductivity was dominated by a vehicle-type mechanism, in which solvated ions migrate through a confined liquid phase, rather than by solid-state hopping. This phenomenon is best described as quasi-solid-state conduction, a hybrid regime that blurs the line between a rigid solid electrolyte and a bulk liquid system. Quasi-solid-state conduction typically results from these extrinsic effects, where guest solvents, whether introduced intentionally or through ambient exposure, form fluid-like ion pathways within the MOF. These systems often display low activation energies, comparable to those of liquid or gel electrolytes, which can artificially inflate the apparent performance of the material.44 For instance, Hou et al. demonstrated that even MOFs with built-in ion hopping groups can exhibit enhanced conductivity when solvent molecules like propylene carbonate transiently assist ion migration between binding sites.44 In this study, the propylene carbonate-filled MOF was investigated as part of a mechanistic analysis to elucidate ion transport pathways, rather than as a direct performance comparison to the unfilled material.
To reliably distinguish intrinsic from extrinsic conduction pathways, it is essential to apply a combination of complementary techniques, such as environmentally controlled impedance measurements, transference number analysis, and in situ NMR or vibrational spectroscopies – ideally supported by molecular simulations. Only under strictly anhydrous conditions can the actual contribution of the MOF to ionic transport be reliably assessed. Without such control, the system may operate in a quasi-solid-state regime, where conductivity arises from confined liquid phases rather than from genuine solid-state ion hopping. While these hybrid transport modes can exhibit high ionic conductivity, they often lack the long-term stability and consistent performance required for solid-state battery applications – attributes essential for ensuring reliable and predictable operation over time.
From a mechanistic standpoint, ion conduction in MOFs can shift from being governed purely by hopping between framework-coordinated sites to involving liquid-like mechanisms, such as Grotthuss-type proton hopping or vehicle conduction by solvated ions. While intrinsic proton conductors rely on built-in hydrogen-bond networks to enable such transport, extrinsic conduction emerges when water infiltrates the pores and bridges donor and acceptor sites. A key indicator of such behavior is low activation energy (often 0.1–0.4 eV in MOFs), comparable to hydrated polymer or liquid electrolytes, and significantly lower than the activation energies associated with structural ion-hopping in a dry solid.44,51
Disentangling these effects requires careful experimental controls. One widely used approach is to measure conductivity under rigorously anhydrous conditions, such as inside a glovebox, to eliminate or reduce the effect of protonic conduction to a negligible level. Another diagnostic is drying reversibility; intrinsic conductivity should remain the same after drying, whereas extrinsic contributions typically diminish or disappear once the material is dried. This was demonstrated in Cd2(TTFTB), where conductivity sharply decreased when switching from a humid to a dry atmosphere, confirming the extrinsic nature of the proton conduction.48 The work by Yoshida et al. reinforces this point, as the Mg2+ transference number of 0.41 further illustrates how a significant portion of the current in “multivalent-conducting” MOFs may originate from protonic species.49 Therefore, to avoid misinterpretation, rigorous control over humidity and residual solvents, coupled with techniques such as transference number measurements, in situ spectroscopy, and glovebox-based EIS, should be standardized when evaluating MOF-based electrolytes for targeted ion transport. Only by systematically excluding extrinsic proton conduction can reported values be considered representative of true ionic conductivity.51
Among the most studied approaches is doping MOFs with liquid electrolytes. By confining the liquid phase within the MOF's porous architecture, this approach can significantly improve ion transport pathways. Farina et al. demonstrated this in Mg-MOF-74 soaked with a mixture of LiClO4 and propylene carbonate (PC), referred to as LiClO4–PC@MgMOF-74, which achieved a conductivity of 1.4 × 10−4 S cm−1 at 20 °C.72 The authors attributed this enhancement to three key factors: (1) nanoconfinement effects that stabilize the electrolyte within the pores, (2) strong host–guest interactions between the MOF framework and the liquid electrolyte, and (3) preservation of the MOF's structural integrity, which supports uninterrupted ion migration.
Beyond electrolyte incorporation, pressure-assisted methods can significantly enhance interfacial contact and, in some cases, activate novel ion transport pathways. Ortiz et al. showed that applying pressure to ZAG-6 induces a linker coiling mechanism in its hexanediphosphonate chain, which reduces interatomic distances and enables pressure-driven Grotthuss-like proton hopping conduction.73 As shown in Fig. 6, O–H bond distances in H2O and PO3H shift abruptly above 3 GPa, signaling a pressure-driven proton transfer, a rare instance of mechanically induced conduction in MOFs. Similarly, Yoshida et al. found that the ionic conductivity of MIL-101 loaded with Mg(TFSI)2 drastically increases with higher MeCN partial pressure, particularly at low pressures.49 Conductivity reached superionic levels above 10−3 S cm−1 due to efficient Mg2+ migration facilitated by adsorbed MeCN molecules. For Li+ conductors, applying pressure is also common practice to boost conductivity, though care must be taken to avoid damaging the MOF's rigid structure – a topic discussed further in Section 3.3.68
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Fig. 6 (Left) Pressure dependence of O–H bond distances in R–PO3H (blue) and H2O (orange) in ZAG framework. Above 3 GPa, the abrupt crossover in distances indicates a proton transfer from H2O to the phosphonate group, consistent with the onset of Grotthuss-type proton conduction. (Right) Structural illustration of the local environment showing the water molecule, phosphonate group, and the two relevant O–H distances indicated by arrows. Adapted from ref. 73 with permission from the American Chemical Society, copyright 2014. |
Another practical strategy involves fabricating freestanding composite membranes by integrating MOFs with flexible polymer. These hybrid materials enhance mechanical compliance, improve electrode adhesion, and suppress interfacial resistance while preserving the ion-conductive functionality of MOFs. For example, a composite membrane was fabricated via in situ coordination of ZIF-67 with lithium alginate (LA) and polyacrylamide (PAM), forming a robust three-dimensional (3D) polymer–MOF network.74 This material significantly enhanced mechanical strength, facilitated uniform lithium-ion deposition, and maintained both high ionic conductivity and excellent electrochemical stability. Similarly, Cheng et al. developed a freestanding electrolyte based on UiO-66, poly(vinylidene fluoride-co-hexafluoropropylene) (PVDF-HFP), and an ionic liquid (IL) composed of lithium bis(trifluoromethanesulfonyl)imide (LiTFSI) and 1-ethyl-3-methylimidazolium bis(trifluoromethylsulfonyl)imide ([EMIM][TFSI]).75 The resulting membrane combined the high porosity of the MOF with the flexibility of the polymer matrix, achieving a high ionic conductivity of 5.55 × 10−4 S cm−1 and a Li+ transference number of 0.52, along with excellent mechanical strength (6.63 MPa) and interfacial stability. These examples highlight how MOF–polymer composites can effectively address challenges related to interfacial contact and mechanical durability in solid-state electrolyte systems.
Surface-deposition methods such as slurry casting and spray-coating offer another practical pathway to enhance MOF–electrode adhesion. These techniques are particularly effective at anchoring MOF particles onto electrode surfaces, thereby enabling intimate physical contact and reducing interfacial resistance.62,76 In this context, Lin et al. developed a composite by dispersing ZIF-62 particles into a polyimide (6FDA-DAM) matrix, followed by vitrification of the MOF phase.62 Upon thermal treatment, the ZIF-62 crystals transformed into an amorphous glass that filled interfacial voids and formed Zn–O and Zn–F bonds with the polymer, reducing void volume by 79% and significantly improving interfacial contact (Fig. 7).
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Fig. 7 Schematic of the fabrication process for a mixed-matrix membrane using ZIF-62 and polyimide (6FDA-DAM). Crystalline ZIF-62 is dispersed into the polymer, cast into a membrane, and subjected to thermal treatment to induce in situ vitrification. Upon melting, the ZIF-62 forms an amorphous glass (agZIF-62) that fills interfacial voids and improves contact with the polymer matrix, enhancing mechanical integrity and interfacial bonding. Adapted from ref. 62. |
Similarly, combining MOFs with polymeric binders like polyvinylidene fluoride (PVDF) via slurry casting can also produce conformal composite coatings that bridge interfacial gaps and facilitate continuous ion conduction. For instance, Fischer et al. prepared a slurry of Al-Td-MOF-1 and PVDF, which they cast onto aluminium foil, achieving an ionic conductivity of 5.7 × 10−5 S cm−1.77 However, a common challenge with this approach is the difficulty in uniform and well-distributed MOF coatings due to the bulky and often irregular morphology of MOF crystals.78 Despite this limitation, slurry casting and spray-coating remain essential fabrication tools for balancing interfacial engineering and scalable manufacturing, key considerations for integrating MOF-based electrolytes into practical devices.
Lu et al. highlighted that Li+ transport in MOF electrolytes is sensitive to interfacial properties, indicating that even a framework whose bulk structure has been “optimized” for rapid ion hopping can develop space-charge layers at its boundaries.56 As illustrated in Fig. 8, these effects can manifest as charge-separated regions at the cathode–electrolyte interface, giving rise to local electric field gradients. Anionic MOFs are often employed to immobilize counterions and improve the Li+ transference number, reducing bulk ion polarization.83 However, at poorly integrated or chemically mismatched interfaces, ion accumulation and field-induced polarization can still occur – a topic that remains underexplored for MOFs.
The oxidative stability of MOFs is another critical consideration, especially when paired with high-voltage cathodes. Although some MOFs possess relatively wide electrochemical stability windows, many undergo oxidative decomposition.87,88 This degradation leads to the formation of cathode–electrolyte interfaces (CEIs) composed of electronically insulating species, which hinder lithium-ion transport, increase interfacial impedance, and degrade battery performance and cycling life.89 The formation of such decomposition layers has also been shown to compromise both the chemical and mechanical integrity of the electrolyte.
Similarly, under reducing conditions at the lithium metal anode, MOFs may undergo chemical degradation by reducing metal nodes or cleavage of organic linkers, leading to interfacial decomposition layers.89 Although direct operando evidence of such degradation remains limited, Mu et al. have emphasized the intrinsic chemical vulnerabilities of MOFs and the pressing need for systematic in situ studies to elucidate degradation mechanisms.90
A compelling example of how MOF design can enhance wettability is demonstrated by Wang et al., who developed a solid-like composite electrolyte by impregnating a MOF with a lithium-containing ionic liquid (Li-IL@MOF).95 The confined ionic liquid formed nanoconformal interfacial layers, termed “nanowetted interfaces”, at the electrode–electrolyte boundary, significantly improving interfacial contact and reducing void formation (Fig. 9). This design enabled low and stable interfacial resistance, uniform Li deposition, and improved cycling stability, even under high current densities. Scanning electron microscopy (SEM) and EIS analyses confirmed that these nanowetted interfaces played a key role in suppressing interfacial degradation.
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Fig. 9 Illustration of a Li-IL@MOF solid-like electrolyte showing multiscale interface structure. The left side shows the cross-sectional cell layout with nanowetted interfaces between the MOF–ionic liquid composite and electrodes. Zoomed-in interface in the center shows the nanowetted interface. The atomistic view on the left shows the randomly confined [EMIM]+, [TFSI]−, and Li+ within MOF pores. Adapted from ref. 95 with permission from Wiley-VCH, copyright 2018. |
Li et al. demonstrated that such microstructural irregularities in MOF-based composite electrolytes promote nonuniform lithium deposition and dendrite formation, ultimately compromising conductivity and cycling stability.78,91 Achieving uniform dispersion, strong matrix interactions, and continuous percolation pathways is essential to avoid localized electrochemical degradation.91 This is illustrated in Fig. 10, comparing a randomly dispersed MOF–polymer blend to a structured 3D architecture, highlighting how continuous Li+ pathways improve transport and suppress interfacial resistance.
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Fig. 10 Visual comparison of Li+ transport in a random MOF–polymer blend (MPL, left) versus a well-aligned 3D MOF–polymer percolated layer (3D MPPL, right). Random distribution leads to discontinuous ionic pathways and increased resistance, while structured 3D architectures enable efficient, continuous Li+ conduction. Adapted from ref. 91 with permission from AAAS, copyright 2023. |
An effective approach involves modifying the MOF's organic linkers with electron-withdrawing or redox-inert groups. By reducing the linker's susceptibility to redox reactions at the interface, these functionalizations help maintain structural integrity and promote a stable solid–electrolyte interface. For example, He et al. introduced fluorine atoms into UiO-66(Zr), yielding UiO-66-F4, and embedded it within a PVDF-HFP matrix.96 The electronegative F-atoms enhanced LiTFSI dissociation, raising the ionic conductivity to 4.37 × 10−4 S cm−1, and stretched the electrochemical stability window to 4.9 V. More importantly, the resulting SEI suppressed dendrite growth, enabling consistent cycling over 300 cycles without capacity loss.
Achieving uniform dispersion of MOF particles in polymer hosts is equally critical, as agglomeration creates localized transport barriers, uneven current distribution, and nucleation sites for dendrites. In situ polymerization, where monomers polymerize around dispersed MOF particles, has proven particularly effective. A recent study demonstrated that the incorporation of MOF-808 into a PEO matrix via this method produced a composite membrane with enhanced ionic conductivity and stable lithium plating behaviour.97 Alternatively, surface functionalization of MOFs can promote compatibility with casting solutions: coating UiO-66 particles with polyimide oligomers leverages “like-dissolves-like” interactions to maintain colloidal stability, facilitating large-area PIM-1 membranes with uniform MOF integration.98 This compatibility is visually demonstrated in Fig. 11, where the dispersibility of polyUiO-66(4:
1) and pristine UiO-66 is compared across multiple solvents. This led to stable colloidal dispersions and uniform integration into large-area PIM-1 membranes, suggesting a promising route to scalable MOF–polymer composites. Gao et al. used coaxial electrospinning to embed ZIF-8 nanoparticles uniformly within PAN nanofibers, forming a flexible composite membrane with high ionic conductivity (1.29 × 10−3 S cm−1), a Li+ transference number of 0.79, and excellent interfacial contact.99 Compared to conventionally mixed membranes, the electrospun structure prevented MOF aggregation and ensured smooth lithium deposition.
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Fig. 11 Comparison of dispersion behavior for pristine UiO-66, polyUiO-66(4![]() ![]() ![]() ![]() |
Another strategy includes leveraging the coordination properties of open metal sites in MOFs to selectively anchor mobile anions and suppress parasitic interfacial reactions. For example, Tian et al. incorporated a 3D interconnected Cu-MOF onto PAN nanofibers within a PEO-based solid-state electrolyte.100 The Cu-MOF's open metal sites strongly anchored TFSI− anions and competed with Na+ and PEO for coordination. This competitive binding promoted greater Na+ dissociation, reduced Na+–O interactions, and led to the formation of SEIs and CEIs rich in NaF and Na3N, materials known for their ionic conductivity and mechanical robustness. As a result, the composite electrolyte demonstrated enhanced Na+ mobility, excellent interfacial stability with over 1000 hours of cycling, and superior full-cell performance over 2000 cycles. Collectively, these strategies, from linker functionalization to uniform MOF dispersion and anion anchoring, directly target the suppression of decomposition product formation, thereby mitigating resistance buildup and preserving long-term electrochemical performance.
Stress (σ) typically in Pa is defined as the applied force (F) in N per unit area (A) in m2:
![]() | (6) |
The response to stress is quantified by strain (ε), which is dimensionless, representing the relative deformation:
![]() | (7) |
In the elastic regime, stress and strain are linearly related according to Hooke's law:
σ = Eε | (8) |
![]() | (9) |
The mechanical response of MOFs also includes transverse deformation quantified by Poisson's ratio (ν), typically dimensionless, defined as the ratio of transverse strain to longitudinal strain:
![]() | (10) |
The material's resistance to shear deformation is captured by the shear modulus (G) in Pa, defined as the ratio of shear stress (τ) Pa to shear strain (γ):
![]() | (11) |
Additionally, the volumetric stiffness under uniform hydrostatic pressure (P) in Pa is characterized by the bulk modulus (K) also in Pa:
![]() | (12) |
MOFs generally exhibit mechanical brittleness due to their rigid coordination bonds and limited capacity for plastic deformation within their crystalline lattice. This inherent brittleness poses significant challenges when MOFs are subjected to mechanical stresses by external pressures, thermal fluctuations, or volume changes during operational cycles. Table 1 summarizes experimental and computational values of E, K, and G for selected MOFs reported in the literature, which will be discussed in the following sections.
MOF type | Young modulus E (GPa) | Bulk modulus K (GPa) | Shear modulus G (GPa) | Sources |
---|---|---|---|---|
a Experimental.b Computational. | ||||
HKUST-1 | 3.00–6.00a | 25.9–41.9a | 1.00–5.40b | 102 and 103–105 |
MOF-5 (IRMOF-1) | 2.70 ± 1.00a | 16.3b | 3.70–0.30b | 102, 106 and 107 |
UiO-66(Zr) | 22.0–45.0a | 39.0a | 13.75b | 102, 108 and 109 |
MOF-808(Zr) | 26.9 ± 5.2a | 15.0a | — | 108 and 110 |
NU-1000 | 21.0 ± 3.90b | 8.20a | — | 108 |
UiO-66(Hf) | 30.0–60.0a | 39.49b | 14.17b | 102, 109 and 111 |
ZIF | 3.00–9.00a | 14.0a | 1.00–4.00b | 102 and 112–114 |
IRMOF-10 | 0.30–12.70b | 3.50–9.20b | 0.10–5.00b | 115 |
IRMOF-16 | 0.10–9.36b | 5.20–5.74b | 0.04–3.81b | 115 |
MOF-801 | 44.5–50.78b | 31.2–34.22b | 17.6–20.27b | 115 |
UiO-67 | 20.00b | 17.15b | 5.69b | 109 and 111 |
DUT-48 (large pore) | 21.0b | 12.0b | 8.70b | 116 and 117 |
DUT-46/DUT-47 (large pore) | 11.1b | 8.10b | 4.40b | 116 and 117 |
DUT-49(large pore) | 10.8b | 7.50b | 4.30b | 116 and 117 |
DUT-50(large pore) | 7.00b | 5.40b | 2.70b | 116 and 117 |
DUT-151(large pore) | 4.70b | 4.00b | 1.80b | 116 and 117 |
MIL-101(Cr) | 0.00497b | 1.1 ± 0.9a | — | 118, 119 and 120 |
MIL-100(Cr) | — | 9.0 ± 0.4a | — | 118 |
At a fundamental level, a MOF's mechanical behavior is captured by metrics such as Young's modulus to quantify its stiffness and resistance to volume change. Rigid frameworks like UiO-66(Hf) (30–60 GPa) and UiO-66(Zr) (22–45 GPa) maintain dimensional stability under static loads, yet they can become liabilities under cycling when localized mechanical stress accumulates at the electrode–MOF interface (Table 1).102 In contrast, softer structures, MOF-5 or HKUST-1, offer greater flexibility but sacrifice the support needed to preserve continuous ion-conducting channels. Striking the right balance between stiffness and toughness is key to preventing fracture without undermining overall structural integrity.123
A key design parameter for tuning MOF mechanical properties is the length of the organic linker. Longer linkers generally introduce greater flexibility into the framework, allowing the structure to accommodate strain. However, this flexibility often comes at the expense of reduced mechanical strength.115,116,124 Banlusan et al.'s used density functional theory (DFT) to determine the mechanical properties of various isoreticular MOFs such as IRMOF-1, IRMOF-10, and IRMOF-16, as well as UiO-66, UiO-67, and MOF-801.115 Their work showed that Young's modulus decreased as the linker length increased, imparting additional framework flexibility at the cost of reduced load-bearing capacity. Similarly, Krause et al. examined a series of DUT-49 derivatives (DUT-48, 46, 49, 50, and 151) and found that longer linkers invariably lower the framework's stress tolerance.116 This trade-off between crystallinity and flexibility underscores the importance of carefully choosing linkers or using hierarchical structuring to prevent fractures and ensure long-term durability in solid-state batteries.
Beyond linker length, the connectivity between the metal node and organic linker also plays a pivotal role in determining a MOF's mechanical behavior. This connectivity governs how mechanical stress is distributed throughout the framework – higher connectivity yields stiffer and more compression-resistant frameworks. For instance, Celeste et al. found that MIL-100(Cr) had superior stability under compression, with a bulk modulus almost ten times larger than MIL-101(Cr).118 The superior stability of MIL-100(Cr) stems from its tritopic linkers and Cr nodes, which form more highly interconnected networks than the ditopic linkers in MIL-101(Cr). The role of metal-node identity was further explored by Rogge et al., who studied a series of UiO-66 frameworks incorporating Zr, Ce, Hf, and mixed-metal compositions (3Zr:3Ce and 3Zr:3Hf).125 Their results showed that Zr-based UiO-66 had the highest mechanical resilience, retaining crystallinity under pressures up to 1400 MPa. This was followed by Hf (620 MPa), the mixed Zr–Hf variant (210 MPa), and Ce-based frameworks (100 MPa). Fig. 12 illustrates this trend, presenting pressure-dependent PXRD patterns for UiO-66(3Zr:3Hf) and summarizing crystallinity thresholds across the series. In a relevant study, Redfern et al. attributed the reduced stability of UiO-66(Ce) to the partial reduction of Ce4+ to Ce3+ in approximately 47% of the metal nodes, weakening Ce-carboxylate coordination and diminishing framework robustness.126 These results highlight how both metal-node chemistry and coordination connectivity critically influence mechanical resilience in MOFs.
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Fig. 12 High-pressure stability of multivariant UiO-66 series. Comparison of crystallinity loss thresholds for mono- and bimetallic UiO-66 materials with different metal centres. Ce-containing frameworks display significantly lower mechanical stability. Adapted from ref. 125 with permission from the American Chemical Society, copyright 2020. |
An often-overlooked variable in mechanical tuning is linker functionalization. Depending on their size and interaction with the core linker or metal node, functional groups can significantly influence the rigidity, flexibility, and overall mechanical response of the MOF.16,102 For instance, Sun et al.'s work compared UiO-66 variants bearing bulky –COOH and –F groups against those with smaller –NH2 and –OH substituents, showing that larger groups reinforced the framework via hydrogen bonding and steric effects.102 Marshall et al. performed post-synthetic bromination of integral alkyne units within Zr- and Hf-based MOFs.127 The alkyne units transformed into dibromalkene units, making the linker a little shorter, which caused a 3.7% reduction in pore aperture size. Moosavi et al. showed how functional groups like methyl (2-methylimidazolate), dichloro (dichloroimidazolate), and nitro (2-nitroimidazolate) in ZIFs can create a secondary network of nonbonded interactions referred to as chemical caryatids.128 Through the incorporation of these chemical caryatids, they effectively reinforced the structure against mechanical stress.
By infiltrating MOF pores with polymer chains or embedding MOFs within polymer hosts, the mechanical behavior of the composite can be modulated to reflect the flexibility and toughness of the polymeric phase.129 This hybrid architecture helps the composite withstand the mechanical strains encountered during battery cycling. A representative example is the work by Wang et al., who photopolymerized vinyl-functionalized UiO-66-NH2 with PEGDA and a lithium salt to form a covalently bonded hybrid solid-state polymer electrolyte (HSPE) film.130 They found that at a MOF:
PEGDA ratio of 1
:
8, this covalently linked network (HSPE-1-8) demonstrated an ionic conductivity of 4.31 × 10−5 S cm−1 at 30 °C, more than five times higher than that of PEGDA alone. HSPE-1-8 also maintained low interfacial resistance with lithium metal, attributed to its conformal, stress-dissipating structure that improved mechanical and electrochemical interfacial contact.
Building on this concept, another study incorporated nanosized UiO-66 particles into a poly(ethylene oxide) (PEO)-based polymer electrolyte.131 The enhanced performance of the resulting composite was attributed to the coordination between the MOF's metal centers and the ether oxygen atoms in the PEO chains, improving ion transport, as well as the presence of lithium ions doped into the MOF. This composite exhibited an ionic conductivity of 3.0 × 10−5 S cm−1 at 25 °C. Additionally, they found that this combination significantly widens the electrochemical window to 4.9 V (versus Li+/Li) and improves stability when interfaced with lithium metal anodes. Similarly, Angulakshmi et al. developed a PEO-based composite using Mg–BTC as the MOF filler.132 They reported a significant enhancement in ionic conductivity, ranging from 10−5 to 10−3 S cm−1 between 20 and 70 °C, with the highest values observed in samples containing the lowest weight fraction of PEO.
Expanding the scope beyond lithium systems, Zhang et al. introduced polymer chains into the nanopores of ZIF-8 to fabricate a composite electrolyte for sodium metal batteries.133 This nanoconfinement promoted sodium-ion dissociation and enhanced ion mobility, resulting in an ionic conductivity of 4.01 × 10−4 S cm−1. The electrolyte also exhibited a broadened electrochemical stability window and enabled dendrite-free cycling, retaining 96% of its capacity over 300 cycles.
Wu et al. investigated MOF-74 with Cu or Ni metal centers embedded in PEO-based electrolytes for lithium-metal batteries.134 The Cu-MOF-74 composite achieved a high Young's modulus of 10 GPa and an ionic conductivity of 1.19 × 10−3 S cm−1 at 60 °C. In contrast, Ni-MOF-74 did not improve mechanical properties and yielded a lower conductivity of 9.58 × 10−4 S cm−1. The enhanced performance of Cu-MOF-74 was linked to strong hydrogen bonding between its polar functional groups and the PEO matrix, which improved both stress dissipation and ion transport. By comparison, the weaker interactions in the Ni-MOF-74 system led to reduced electrochemical and mechanical performance. These differences are illustrated in Fig. 13, which compares the structural features, mechanical properties, and cycling performance of the two systems.
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Fig. 13 Structural and electrochemical comparison of MOF-74-based PEO electrolytes with Cu and Ni centers. (a) MOF-74 structure; (b) stress–strain curves showing improved modulus for Cu-MOF/P–Li; (c) cycling performance of symmetric Li cells with different electrolytes at 60 °C. Adapted from ref. 134 with permission from American Chemical Society, copyright 2024. |
The coordination geometry of metal nodes defines the overall topology and pore architecture. For example, ZIF-8 features tetrahedrally coordinated Zn2+ nodes and imidazolate linkers, forming sodalite-like cages (∼1.1 nm) with narrow pore windows (∼3.4 Å).135,136 Such narrow apertures can restrict ion diffusion unless assisted by a solvent or salt-anion coordination. On the other hand, many carboxylate MOFs, like UiO-66 (Zr6 nodes) and HKUST-1 (Cu paddlewheels), exhibit larger pore sizes (6–8 Å) that can better accommodate solvated ions.137,138 Generally, MOFs with more spacious, well-connected channels favor Li+ transport because they reduce steric effects, allowing effective diffusion of the migrating ion.41,139
Shen et al. demonstrated the critical role of pore size in enhancing Li+ conductivity using Zr-based MOFs. UiO-66 features smaller bicontinuous pores (0.75–1.2 nm), and UiO-67 has larger pores (1.2–2.3 nm).139 Both MOFs were infiltrated with LiClO4 propylene carbonate (LPC), where ClO4− anions anchored to the open metal sites to create biomimetic ionic channels. The larger-pore UiO-67 (1.2–2.3 nm) exhibited higher ionic conductivity of 6.5 × 10−4 S cm−1 and lower activation energy of 0.12 eV than UiO-66 (1.8 × 10−4 S cm−1; 0.21 eV). This enhancement was attributed to reduced confinement effects and more efficient solvation of Li+ ions within the enlarged nanochannels, facilitating faster ion transport across the framework.
However, larger pores are not always advantageous. If the distance between binding sites becomes too large, Li+ hopping may slow down. In this context, Butreddy et al. studied a series of isoreticular Li-carboxylate MOFs with increasing linker lengths (BDC: 1,4-benzenedicarboxylic acid, NDC: 1,4-naphthalenedicarboxylic acid, BPDC: 4,4′-biphenyldicarboxylic acid).41 They found that Li–BPDC, with the smallest pore, yielded the highest conductivity (Fig. 14). The study concluded that excessive pore expansion introduces significant spacing between anchor sites, elevating the activation energy and disrupting efficient ion conduction.
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Fig. 14 Li+ conduction behavior in isoreticular Li-carboxylate MOFs featuring benzene (BDC), naphthalene (NDC), and biphenyl (BPDC) linkers. Top: Structural models showing solvation environments and Li+ hopping distances in each MOF. Bottom: Arrhenius plots of ionic conductivity at various temperatures, highlighting that the smallest-pore MOF (Li–BPDC) exhibits the highest conductivity and lowest activation energy. Adapted from ref. 41 with permission from the American Chemical Society, copyright 2023. |
Beyond pore size, the dimensionality and orientation of conduction pathways influence overall transport behavior. MOFs like UiO-66 and MIL-100 possess 3D interconnected networks, enabling isotropic ion conduction that remains effective even in polycrystalline pellets with randomly oriented domains.137,140,141 In contrast, MOF-74 features one-dimensional channels, which offer high conductivity along the c-axis but suffer from reduced performance when crystals are misaligned.142,143 Hwang et al. reported that proton conductivity along the c-axis of MOF-74 was over 1200 times greater than in the ab-plane (Fig. 15),143 while Mirandona-Olaeta later demonstrated that random crystal orientation significantly limited bulk conductivity.144
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Fig. 15 Schematic illustration of anisotropic proton conduction in MOF-74. One-dimensional hexagonal channels along the c-axis enable high H+ mobility, while the orthogonal a-axis shows significantly reduced transport. Adapted from ref. 143 with permission from the American Chemical Society, copyright 2018. |
The presence of open metal sites can further enhance ion transport by anchoring anions and creating directed conduction pathways. For example, Shen et al., discussed previously, demonstrated a biomimetic ionic channel by coordinating the perchlorate (ClO4−) anions of the LiClO4 salt to open Cu sites in HKUST-1, forming negatively charged ion channels that promoted selective Li+ transport.139 In other words, the framework remains three-dimensional with interconnected pores, but the strategic placement and immobilization of anions create a preferential pathway for Li+ conduction that behaves similarly to a 1D channel. A similar mechanism was observed in the Cu-azolate MOF, MIT-20, where halide or pseudohalide ions bind to Cu centers, rendering the framework anionic and facilitating Li+ accumulation within its hexagonal pores.68 Park et al. reported a dramatic increase in conductivity, from 4.4 × 10−5 to 4.8 × 10−4 S cm−1 upon substituting LiBr with LiBF4, attributed to weaker anion–framework interactions that lowered the ion hopping barrier (Fig. 16).68
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Fig. 16 Structural and electrochemical characterization of MIT-20d, an anionic Cu-azolate MOF enabling single-ion conduction. (Top) MIT-20d pore structure with open Cu sites coordinating halide anions. Bottom: Nyquist plots of MIT-20-LiCl (a) and MIT-20-LiBr (b), showing improved Li+ conductivity for the latter. Adapted from ref. 68 with permission from the American Chemical Society, copyright 2017. |
In zirconium-based MOFs such as UiO-66, the absence of a dicarboxylate linker results in undercoordinated Zr4+ centers and a net negative charge on the framework. To maintain charge neutrality, additional cations, such as Li+, can be incorporated, enhancing the density of mobile ions.145 Early work by Ameloot et al. demonstrated this concept by thermally dehydrating UiO-66 to expose Zr sites, followed by grafting lithium tert-butoxide (LiOtBu) to cap the vacancies with –OtBu groups and associated Li+ ions (Fig. 17).145 The resulting material exhibited a room-temperature conductivity of 3.3 × 10−6 S cm−1. Subsequent work by Yang et al. expanded on this strategy by introducing sulfonate-functionalized linkers into UiO-66, effectively converting it into a single-ion conductor.40 This modification led to a conductivity of approximately 10−5 S cm−1 at room temperature.40 Similarly, Wiers et al. showed that adding lithium isopropoxide to the open metal sites of Mg2(dobdc) (dobdc4− = 1,4-dioxido-2,5-benzenedicarboxylate) produced a Li-MOF solid electrolyte with an ionic conductivity of 3.1 × 10−4 S cm−1 at room temperature.146 Together, these studies highlight how deliberate defect formation and targeted post-synthetic modification can significantly enhance Li+ conductivity in MOFs by increasing the concentration of charge carriers and creating favorable ion transport environments. These strategies offer a robust framework for tuning MOFs as high-performance solid-state electrolytes.
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Fig. 17 Post-synthetic modification of UiO-66 to introduce Li+ charge carriers. Dehydration at 300 °C under vacuum generates open Zr sites by removing coordinated water, which are subsequently functionalised with lithium tert-butoxide (LiOR) in THF at 80 °C. This results in Li+ incorporation through capping of coordination vacancies. Adapted from ref. 145 with permission from Wiley-VCH, copyright 2013. |
(I) Challenges in accurately measuring ionic conductivity: a central challenge in evaluating MOF-based electrolytes is the interference of protons, often introduced by moisture or other guest species adsorbed from the environment. Due to their high porosity and often hydrophilic nature, MOFs are prone to absorbing moisture and guest vapors, which can activate unintended conduction pathways, most notably protonic transport. These extrinsic contributions can obscure the underlying ion transport mechanisms, leading to inflated conductivity values, misidentification of the dominant charge carrier, and ambiguity regarding the true solid-state nature of the electrolyte.
This issue underscores the importance of distinguishing between intrinsic and extrinsic ion transport. Intrinsic conductivity in MOFs generally arises from framework-mediated mechanisms, such as single-ion hopping or concerted ion diffusion along well-defined structural pathways. In contrast, extrinsic conduction is typically driven by mobile protons or solvated ions that move through adsorbed water layers or dynamic hydrogen-bond networks, often following Grotthuss- or vehicle-type mechanisms. These mechanistic differences have profound implications not only for interpreting experimental data but also for the rational design of efficient MOF electrolytes.
Moving forward, advancing MOF-based electrolytes will require both precise control of testing environments and in-depth mechanistic analysis of conduction behavior. Mitigating extrinsic effects demands strategies such as performing measurements under rigorously anhydrous conditions, structurally tailoring MOFs to reduce guest molecule uptake, and designing frameworks that promote selective ion transport. At the same time, exploiting framework-embedded pathways presents a promising route to achieving solid-state electrolytes that combine the structural stability of solids with the high ionic mobility characteristic of liquids.
A critical enabler for this progress is the adoption of standardized electrochemical testing protocols. Because MOFs are particularly susceptible to environmental effects and interfacial variability, reproducible ionic conductivity measurements should follow clearly defined and well-reported procedures. For example, reporting fabrication procedures, such as pressing MOF powders into pellets with clearly specified pressure, thickness, and surface preparation parameters, enables meaningful cross-study comparison, regardless of the exact values used. Similarly, the choice of electrode configuration should be justified and documented; symmetric stainless steel (SS|MOF|SS) cells provide a convenient baseline, but Teflon-based or alternative configurations are also widely employed. For Li+ transport studies, Li|MOF|Li symmetric cells can further evaluate electrochemical stability and transference behavior.
All sample handling should be carried out in an argon-filled glovebox (<1 ppm H2O and O2) to avoid moisture-induced proton conduction. The applied stack pressure during testing should be reported and maintained using torque-controlled hardware, as pressure strongly influences interfacial resistance. EIS parameters, including frequency range, AC amplitude, equivalent circuit model, and temperature control, should be consistently documented. By implementing and clearly reporting such standardized methodologies, the community can ensure reliable cross-study comparisons, distinguish intrinsic MOF conductivity from extrinsic contributions, and accelerate the translation of these materials from laboratory-scale studies to practical solid-state battery applications.
(II) Interfacial contact limitations: robust interfacial contact between MOF electrolytes and electrodes remains a significant bottleneck in solid-state battery integration. MOFs' rigid and brittle morphology often results in poor surface conformity, creating interfacial voids and high resistance “dead zones” that impede ion transport. These issues are exacerbated by mismatches in morphology, particle size, and surface roughness between the electrolyte and electrode materials. To address this, strategies such as incorporating liquid electrolytes, applying mechanical pressure, and fabricating MOF–polymer hybrid membranes have shown promise in enhancing interfacial adhesion and ion transport. Scalable processing techniques like slurry casting and spray-coating also offer practical routes to improved integration, though maintaining uniform distribution and continuous conduction channels remains challenging.
Beyond physical mismatch, chemical reactivity at the electrode–MOF interface under operating conditions presents further complications. Interfacial degradation due to redox reactions, space-charge layer formation, and unstable interfaces can compromise battery performance and lifespan. Mitigation strategies include linker functionalization (e.g., fluorination), polymer blending, and coordination of mobile anions at open metal sites. These techniques can stabilize the interface, suppress undesirable reactions, and preserve ionic conductivity over time.
Mechanical durability is another critical factor, as the brittle nature of most MOFs makes them prone to cracking or fragmentation under the mechanical stress of repeated battery cycling. Strategies such as integrating MOFs into polymeric matrices, employing flexible linkers, optimizing metal–linker connectivity, and incorporating functional groups have proven highly effective in enhancing mechanical stability, flexibility, and resilience.41,73,91,125,130,131,134,147,148 These design modifications preserve interfacial contact under mechanical strain while retaining the intrinsic porosity and ionic conductivity of the material. These modifications help maintain interfacial contact under strain without sacrificing porosity or conductivity. Future research should continue refining these interfacial design principles, prioritizing integrated solutions that simultaneously address physical, chemical, and mechanical interfacial challenges.
(III) Structural fine-tuning of MOFs for ion transport: the molecular level tunability of MOFs provides a powerful platform for tailoring ion transport mechanisms yet remains underexplored in the development of solid-state electrolytes. Key structural features – including framework topology, pore size and dimensionality, open metal sites, and defect density – have a profound impact on ionic conductivity and can be leveraged to enhance performance. For example, optimizing pore diameters so they are large enough to avoid steric hindrance yet small enough to minimize ion-hopping distances can improve ion transport efficiency. Likewise, the dimensionality of the pore network provides another design lever: three-dimensional pore networks (e.g., in UiO-66 or MIL-100) support isotropic conduction, while one-dimensional channels (e.g., MOF-74) can achieve directional superionic conductivity when aligned appropriately. Additionally, leveraging open metal sites within MOFs to anchor anions can create biomimetic ion channels that facilitate cation mobility by reducing electrostatic barriers, as demonstrated in LiClO4-loaded HKUST-1 and MIT-20.68,139 Defect engineering, such as introducing missing linkers or node vacancies, can enhance carrier density and create additional conduction pathways, thereby improving ionic conductivity. However, these benefits often come at the cost of reduced structural stability, as demonstrated in modified UiO-66 and Mg2(dobdc).145,146 Future research should adopt a systematic approach to manipulating pore size, defect density, and channel architecture to tailor MOFs' ionic conductivity for next-generation solid-state batteries.
(I) Advanced characterization techniques: understanding ion dynamics and interfacial evolution in MOF-based electrolytes requires real-time, atomic-scale insight. Current ex situ characterization fails to capture transient structural changes during cycling. A major frontier involves the development of in situ and operando tools to probe structural evolution, ion dynamics, and interfacial stability under operating conditions. Techniques such as synchrotron X-ray diffraction, neutron scattering, solid-state NMR, and Raman spectroscopy, when performed operando, can reveal changes in framework integrity, coordination environment, and guest–host interactions during cycling.46,75 Recent work by Cheng et al. demonstrated how multi-modal approaches – combining molecular dynamic (MD) simulations, X-ray photoelectron spectroscopy (XPS), NMR, and operando cycling tests – can reveal the interplay between structure, ion transport, and interfacial evolution in MOF-based composite electrolytes.75 Coupling these techniques with impedance spectroscopy and isotope-labeled tracer diffusion can further distinguish between ionic species and elucidate transport mechanisms beyond static conductivity metrics.
(II) Hydrophobic channel integration: preventing water uptake is critical for preserving intrinsic ion transport in humid conditions. Moisture adsorption leads to extrinsic proton conduction that obscures true ionic transport behavior. Incorporating hydrophobic groups into the pore environment reduces affinity for water and polar solvents, preserving intrinsic ion-transport pathways. A compelling example is the fluorinated UiO-66 coating developed by Wang et al.149 The fluorinated framework created a superhydrophobic interface, significantly reducing moisture adsorption, thus minimizing proton conductivity. This example highlights how molecular-level surface modifications can stabilize ionic conduction by blocking moisture interference.
(III) Data-driven MOF design and screening: accelerating discovery requires predictive identification of high-performance candidates. Experimental trial-and-error is slow and resource-intensive. High-throughput computational screening (HTCS) and machine learning (ML) techniques have emerged as powerful tools for accelerating the discovery of MOFs with superior ionic transport properties. Bucior et al. pioneered a large-scale screening approach that employed structural descriptors, such as pore size, surface area, and void fraction, to predict performance across thousands of reported and predicted MOFs, primarily for gas adsorption.150 The same structure–property modeling approach can be extended to ion transport, as the underlying pore architectures and binding site distributions similarly govern ion mobility. Li et al. reviewed how ML models, including random forests, support vector machines, and graph neural networks, can be trained on HTCS-generated datasets to predict MOF properties.151 These frameworks integrate data from molecular simulations (e.g., GCMC and MD) to enable rapid property predictions, bypassing the time- and resource-intensive synthesis test cycles. As databases of reported and predicted MOFs expand, ML-guided pipelines will pinpoint candidates for roles ranging from selective ion sieving to mechanically adaptive conduction. By merging HTCS with ML, the field is shifting from experimental trial-and-error to predictive discovery, enabling rapid selection of MOFs with appropriate porosity, ion hopping sites, and mechanical integrity.
(IV) Multivalent ion conduction: expanding beyond Li+, MOF electrolytes tailored for multivalent ions (e.g., Mg2+, Zn2+, Ca2+) represent a promising direction for next-generation energy storage systems with higher theoretical energy densities. These ions offer the potential for multiple electron transfers per ion, improving charge capacity, but their strong electrostatic interactions and bulky solvation shells pose substantial diffusion challenges, often resulting in sluggish ion mobility and poor interfacial compatibility in conventional solid-state systems.152–154 MOFs can overcome these challenges by promoting partial desolvation and stabilizing ion-migration pathways. Notably, MIL-101 has demonstrated superionic Mg2+ conductivity, underscoring the viability of MOFs for multivalent transport and their untapped potential in next-generation battery chemistries.49
(V) Flexible composites for mechanical stability and scale-up: mechanical fragility remains a significant obstacle to the practical deployment of MOF electrolytes. Hybridizing MOFs with polymers – either by embedding polymers within MOFs or dispersing MOFs in polymer matrices – combines MOFs' structural integrity and ionic functionalities with the polymer's flexibility and processability. These composites improve interfacial contact, accommodate volume changes, and mitigate crack formation during cycling. Moreover, this approach enables the fabrication of large-area, freestanding membranes, a critical step toward scalable manufacturing. As such, MOF–polymer composites represent one of the most promising routes for transitioning MOF-based electrolytes from lab-scale demonstrations to real-world energy storage devices.
Overall, the future of MOF-based electrolytes will benefit from an integrated approach that unites precision synthesis with advanced characterization, computational insights, and scalable composite design. These emerging directions reinforce the versatility of MOFs as ion-conducting materials and highlight the transformative potential of interdisciplinary research in overcoming performance limitations. By aligning theoretical modelling with experimental validation and practical design, the field is well-positioned to develop solid-state electrolytes that are chemically and mechanically stable, efficient, and adaptable to meet the evolving demands of next-generation energy storage technologies.
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