Lijin
Chen
a,
Valeska P.
Ting
ab,
Yuxuan
Zhang
a,
Joe
Coventry
a,
Alireza
Rahbari
a,
Zhenyuan
Yin
c,
Fei
Wang
d,
Mi
Tian
e,
Sebastien
Rochat
fg,
Zhongbin
Zhang
h,
Shuai
Deng
i,
Melinda
Krebsz
j,
Parimal
Bhomick
j and
Xiaolin
Wang
*a
aSchool of Engineering, The Australian National University, Canberra, ACT 2601, Australia. E-mail: xiaolin.wang@anu.edu.au
bDepartment of Mechanical Engineering, University of Bristol, Bristol, BS8 1TR, UK
cInstitute for Ocean Engineering, Shenzhen International Graduate School, Tsinghua University, Shenzhen 518055, China
dCollege of Electromechanical Engineering, Shandong Engineering Laboratory for Preparation and Application of High-performance Carbon-materials, Qingdao University of Science & Technology, Qingdao 266061, China
eDepartment of Chemical Engineering, University of Bath, Bath, BA2 7AY, UK
fSchool of Engineering Mathematics and Technologies, University of Bristol, Bristol, BS8 1TW, UK
gSchool of Chemistry, University of Bristol, Bristol, BS8 1TS, UK
hSchool of Energy and Mechanical Engineering, Nanjing Normal University, Nanjing, 210046, Jiangsu, China
iState Key Laboratory of Engines, Tianjin University, Tianjin 300350, China
jResearch School of Chemistry, The Australian National University, Canberra, ACT 2601, Australia
First published on 17th July 2025
Clathrate hydrates, which can store hydrogen inside crystalline, ice-like structures, have great potential for hydrogen storage. However, kinetic and thermodynamic promoters are often needed to improve the formation rates and stability ranges. Porous materials exhibit significant potential for hydrate-based hydrogen storage by modulating the kinetics, stability, and storage capacity, unlocking substantial application prospects. This review systematically elucidates the critical mechanisms through which porous materials influence hydrogen hydrate behavior, with a comprehensive analysis of the synergistic roles of material properties and engineering operation conditions. Material properties include the nano-confinement effect, which markedly enhances hydrate formation, optimized pore and particle sizes that increase contact area, functionalized surfaces and rough structures that improve nucleation and stability, and moderate hydrophobicity that enhances gas–water contact. Engineering operation conditions involve maintaining suitable temperatures and pressures to ensure stable hydrate formation, uniform spatial layouts to optimize gas diffusion, and water saturation control to boost reaction efficiency. The review further summarizes the application characteristics of various porous materials, including carbon-based materials (e.g. activated carbon), inorganic materials (e.g. silica), organic porous polymers (e.g. polyurethane foam), and hybrid materials (e.g. metal–organic frameworks), evaluating their respective strengths, limitations and suitability. Multiscale insights highlight the macroscopic focus on hydrate formation within high-pressure reactors, the mesoscopic emphasis on optimizing particle surface reactions, and the microscopic attention to confined hydrate growth within pore structures. Future research should prioritize the refinement of nanopore architectures, the development of advanced hydrophilic/hydrophobic materials, the enhancement of reactor designs, and the integration of thermal management and kinetic optimization to propel hydrogen hydrate storage technology toward practical implementation.
Among these alternatives, H2 clathrate hydrates, which were first identified by Vos et al.7 in 1993, have garnered increasing attention due to their intrinsic advantages. H2 molecules can be confined within the water-formed cavities through physical encapsulation, where van der Waals interactions stabilize the clathrate structure.8,9 Unlike chemical H2 storage methods, clathrate hydrates do not involve covalent bonding, allowing reversible H2 capture and release.10 H2 hydrate systems offer promising attributes, such as the potential for parasitic energy consumption impacting roundtrip efficiency of storage compared to conventional H2 storage methods, and minimal environmental impact due to their non-toxic and low-cost water-based composition.11,12
Clathrate hydrates are crystalline, ice-like solids consisting of a three-dimensional H2-bonded network of water molecules that encapsulate gas molecules within well-defined clathrate structures,13 including sI, sII, sH, as shown in Fig. 1(a). In addition to clathrate hydrates, semi-clathrates are a distinct class of inclusion structures where cations occupy hydrate cavities, and anions integrate into the lattice, enhancing stability.14 Generally, H2 hydrates adopt the sII crystal structure, consisting of two distinct cage types: “small” dodecahedral (512) cages with an average crystallographic radius of 3.95 Å (2.5 Å accessible to H2) and “large” hexakaidecahedral (64512) cages with an average radius of 4.75 Å (3.3 Å accessible).15 The cubic unit cell (lattice parameter a = 17.047 Å) comprises 8 large and 16 small cages, allowing for a maximum composition of 48H2·136H2O, as shown in Fig. 1(b).16 The stability of this storage mechanism is governed by van der Waals forces, intermolecular interactions, and an extensive H2-bonding network within the water framework.17 Typically, each water cage accommodates a single gas molecule; however, due to the small molecular size of H2 (kinetic diameter 0.29 nm/2.9 Å),18,19 multiple molecules could occupy a single cavity, as shown in Fig. 1 (b). Efficient storage of H2 in hydrates currently still requires either high pressures (e.g. 200 MPa at 273 K) or extremely low temperatures (e.g. 0.1 MPa at 100 K) to maintain structural stability and enhance storage capacity.20
![]() | ||
| Fig. 1 (a) Schematic of sI and sII polymorphs with host lattice shown in terms of 512, 51262 and 51264 cages. The numbers represent the count of different polyhedral cage types (small pentagonal dodecahedron, medium hexagonal truncated trapezohedron, and large hexakaidecahedron) that constitute the unit cells of sI, sII, and sH hydrate structures. For sII, each unit cell contains 136 water molecules and 24 cages. Reproduced with permission from ref. 21. Copyright 2021, MDPI. (b) Structure of sII H2 clathrates. H2 molecule sites are indicated by the spheres, framework water molecules are at the vertices of the polyhedral shown by the lines. The clathrate of type sII is formed by 8 large hexakaidecahedral cages (64512) and 16 small dodecahedral cages (512) with mean crystallographic radii of 4.73 Å and 3.95 Å, respectively. Reproduced with permission from ref. 22. Copyright 2017, Trans Tech Publications. | ||
On the kinetic front, the formation process of H2 hydrates is impeded by lengthy induction times, slow crystal growth, and low overall formation rates.21 These factors collectively reduce the efficiency of H2 capture and storage, making the process economically unviable. The intrinsic nature of H2's small molecular size and the weak van der Waals interactions between H2 molecules and water cages further exacerbates these issues, as H2 molecules struggle to nucleate and form stable hydrate cages.48
Beyond these immediate technical barriers, the low storage capacity of H2 hydrates presents a fundamental limitation. Even under optimal conditions, the H2 storage capacity of hydrates rarely meets the thresholds required for practical applications, such as the DOE targets for vehicular or grid storage systems.49 The inherent limitation of water's stoichiometry in forming clathrate cages results in a relatively low H2-to-water ratio (1
:
6),50,51 which restricts the energy density achievable by hydrate-based storage.52 This low capacity underscores the urgent need for strategies that can significantly enhance the storage efficiency of hydrate systems.
Despite these challenges, the scientific and technological significance of researching H2 hydrates cannot be overstated. Compared to conventional high-pressure gaseous or cryogenic liquid storage, hydrate-based systems offer distinct advantages, including inherent safety due to the stable, solid-state nature of hydrates, as well as reduced energy requirements for compression or liquefaction.53 Furthermore, the ability to store H2 under more moderate conditions has the potential to drastically lower infrastructure costs and improve the accessibility of H2 technologies in diverse settings.54 From a broader scientific viewpoint, studying H2 hydrates offers insights into complex phenomena such as molecular confinement, phase transitions, and nanoscale interactions within porous materials. These insights not only advance the understanding of hydrate systems but also contribute to the design of novel materials and processes in fields such as natural gas storage, CO2 sequestration, and advanced catalysis.
Given these challenges and the compelling need for breakthroughs, thermodynamic and kinetic promoters emerge as transformative tools in addressing the limitations of H2 hydrates. The following sections will explore in detail how these thermodynamic and kinetic promoters are being leveraged to overcome the challenges of H2 hydrates, unlocking their potential as a cornerstone in the global shift toward sustainable and efficient energy systems.
These promoters can also be broadly categorized based on their physical phase into homogeneous and heterogeneous types,55 as shown in Table 1. Homogeneous promoters (e.g. THF, TBAB) are typically liquid additives uniformly mixed with water and are commonly associated with thermodynamic promotion, shifting the phase equilibrium to milder conditions and stabilizing the hydrate structure.56 In contrast, heterogeneous promoters (e.g. nanoparticles, porous materials) are solid additives generally act as kinetic promoters. These materials offer access to interfacial nano-structural effects, including nanoconfinement, surface chemistry modulation, and enhanced gas–liquid contact.57 Notably, heterogeneous hydrate nucleation is facilitated by structured water layers forming at the liquid–solid interface, which contribute to more favorable local environments for clathrate nucleation.58 In addition, heterogeneous promoters can increase the density of nucleation sites, further accelerating hydrate formation.59
| Property | Homogeneous promoters | Heterogeneous promoters |
|---|---|---|
| State | Soluble (liquid or miscible solid) | Insoluble solid |
| Distribution | Molecular level | Particle dispersion |
| Mode of Action | Alters phase equilibrium/gas solubility | Enhances nucleation via surface/interface effects |
| Examples | THF, TBAB, SDS | MOFs, AC, silica |
| Functions | • Modify the phase equilibrium: lower hydrate formation pressure or increase formation temperature | • Provide nucleation sites: due to high surface area and surface energy |
| • Create nanoconfinement: pore spaces and interfaces facilitate hydrate formation at milder conditions | ||
| • Improve kinetics: surfactants can reduce surface tension and enhance gas–liquid contact | • Modulate water mobility and gas diffusion | |
| Characteristics | • Act uniformly throughout the solution | • Operate via interfacial effects, such as surface chemistry, wettability, and thermal conductivity |
| • Often influence both nucleation and growth stages | • Can be designed or functionalized to promote specific interactions | |
| • Do not create physical interfaces or confinement effects | • Do not alter bulk thermodynamic equilibrium but enhance kinetic pathways |
| H2 hydrate structure | THPs | THPs chemical structure | THPs concentration (mol%) | Operating temperature (K) | Operating pressure (MPa) | H2 storage capacity (wt%) | Ref. |
|---|---|---|---|---|---|---|---|
| sII | THF | C4H8O | 0.15 | 270 | 12 | 4.03 | 66 |
| THF | 0.2 | 270 | 30 | 0.83 | 67 | ||
| THF | 0.2 | 283 | 30 | 0.95 | 68 | ||
| THF | 0.5 | 272 | 8.8 | 0.12 | 69 | ||
| THF | 0.5 | 255 ± 2 | 74 | 3.4 | 70 | ||
| THF | 1 | 270 | 13.1 | 0.1 | 71 | ||
| THF | 1 | 265–270 | 13.8 | 0.43 | 66 | ||
| THF | 1 | 270 | 57 | 0.98 | 66 | ||
| THF | 2 | 269.5 | 3.6 | 0.18 | 72 | ||
| THF | 2 | 270 | 13.5 | 0.2 | 71 | ||
| THF | 2 | 270 | 13.8 | 0.43 | 66 | ||
| THF | 2.78 | 274 | 11 | 0.05 | 73 | ||
| THF | 3 | 273.15 | 14.53 | 1.875 | 74 | ||
| THF | 3 | 255 | 75 | 3.44 | 70 | ||
| THF (fresh) | 3.5 | 279.2 | 12 | 0.155 | 75 | ||
| THF (memory) | 3.5 | 279.2 | 12 | 0.169 | 75 | ||
| THF | 5 | 279.6 | 5 | 0.0209 | 24 | ||
| THF | 5 | 274 | 6.4 | 0.026 | 76 | ||
| THF | 5 | 278 | 8.8 | 0.12 | 77 | ||
| THF | 5 | 267.7 | 74 | 0.835 | 78 | ||
| THF | 5.3 | 279.8 | 13 | 0.183 | 75 | ||
| THF | 5.56 | 265.1 | 5 | 0.19 | 79 | ||
| THF | 5.56 | 266.7 | 6.5 | 0.28 | 72 | ||
| THF | 5.56 | 270 | 6.5 | 1 | 80 | ||
| THF | 5.56 | 274 | 11 | 0.027 | 73 | ||
| THF | 5.56 | 270 | 11.6 | 0.3 | 81 | ||
| THF | 5.56 | 270 | 12 | 4.03 | 25 | ||
| THF | 5.56 | 274.2 | 12 | 0.149 | 82 | ||
| THF | 5.56 | 277.85 | 12.3 | 0.066 | 31 | ||
| THF | 5.56 | 270 | 16.3 | 0.747 | 69 | ||
| THF | 5.56 | 270 | 16.3 | 0.4–0.5 | 83 | ||
| THF | 5.56 | 283 | 37 | 3.4 | 68 | ||
| THF | 5.56 | 277.15 | 66.4 | 1.05 | 78 | ||
| THF | 5.6 | 276.2 | 10 | 0.12 | 12 | ||
| THF | 5.6 | 277.15 | 10.1 | 0.19 | 78 | ||
| THF | 5.6 | 270 | 13.8 | 0.438 | 66 | ||
| THF | 5.6 | 277.15 | 31.9 | 0.51 | 78 | ||
| THF | 5.6 | 277.15 | 40.5 | 0.615 | 78 | ||
| THF | 5.6 | 277.15 | 66.4 | 0.835 | 78 | ||
| THF | 5.88 | 273 | 3.8 | 3.08 | 84 | ||
| THF | 8.34 | 274 | 11 | 0.027 | 73 | ||
| 1,3-DIOX | C4H8O2 | 5.56 | 271.15 | 12.3 | 0.216 | 31 | |
| CP | C3H6 | 5.6 | 278.4 | 10 | 0.11 | 38 | |
| CP | 5.6 | 275.15 | 10–18 | 0.27 | 85 | ||
| CP | 0.11 mol% CP seeds + 5.45 mol% liquid | 275 | 12 | 0.32 | 59 | ||
| CP | 0.11 mol% CP seeds + 5.45 mol% liquid | 278 | 12 | 0.37 | 59 | ||
| THT | C4H8S | 5 | 275.1 | 15.4 | 0.25 | 86 | |
| THT | 5 | 275.1 | 32 | 0.43 | 86 | ||
| THT | 5 | 275.1 | 41.8 | 0.6 | 86 | ||
| THT | 5.6 | 274.5 | 10 | 0.5 | 38 | ||
| THT | 5.6 | 275.15 | 41.5 | 0.6 | 86 | ||
| THP | C5H10O | 5.6 | 272.3 | 10 | 0.19 | 38 | |
| Furan | C4H4O | 5 | 275.1 | 15.5 | 0.23 | 86 | |
| Furan | 5 | 275.1 | 32 | 0.47 | 86 | ||
| Furan | 5 | 275.1 | 41.8 | 0.59 | 86 | ||
| 1,4 Dioxane | C4H8O2 | 0.2 | 233 | 12 | 1.1 | 87 | |
| 1,1-Dichloro-1-fluoroethane | C2H3Cl2F | 5.6 | 273 | 6 | 0.24 | 88 | |
| 1,1-Dichloro-1-fluoroethane | 5.6 | 273 | 8 | 0.32 | 88 | ||
| 1,1-Dichloro-1-fluoroethane | 5.6 | 273 | 10 | 0.36 | 88 | ||
| 1,1-Dichloro-1-fluoroethane | 5.6 | 273 | 12 | 0.4 | 88 | ||
| Semi-clathrate | TBAB | C16H36BrN | 1 | 279.5 | 13.8 | 0.1 | 14 |
| TBAB | 2.6 | 281.15 | 16 | 0.031 | 89 | ||
| TBAB | 2.71 | 279.5 | 13.8 | 0.214 | 14 | ||
| TBAB | 3 | 279.5 | 13.8 | 0.22 | 14 | ||
| TBAB | 3.5 | 279.2 | 12 | 0.052 | 75 | ||
| TBAB | 3.7 | 281.15 | 16 | 0.046 | 89 | ||
| TBAB | 4 | 287 | 16 | 0.6 | 90 | ||
| TBABh | C16H38BN | 2.54 | 253 | 70 | 1.35 | 91 | |
| TBABh | 4 | 100 | 0.1 | 0.07 | 91 | ||
| TBAC | C16H36ClN | 0.35 | 288.55 | 2.45 | 0.019 | 92 | |
| TBAC | 0.35 | 288.64 | 4.27 | 0.033 | 92 | ||
| TBAC | 0.35 | 288.77 | 5.01 | 0.038 | 92 | ||
| TBAC | 0.35 | 288.97 | 7.27 | 0.055 | 92 | ||
| TBAC | 0.35 | 289.24 | 9.73 | 0.073 | 92 | ||
| TBAC | 0.35 | 289.72 | 15.5 | 0.11 | 92 | ||
| TBAC | 3.26 | 288.9 | 14.9 | 0.12 | 93 | ||
| TBAF | C16H36FN | 1.8 | 294 | 10 | 0.34 | 94 | |
| TBAF | 1.8 | 294.15 | 13 | 0.009 | 94 | ||
| TBAF | 3.4 | 294 | 10 | 0.45 | 94 | ||
| TBAF | 3.4 | 294.15 | 13 | 0.024 | 94 | ||
| TBAOH | C16H37NO | 0.0323 | 290 | 20 | 0.47 | 95 | |
| Tetrabutylamine | C16H35N | 5.56 | 250 | 13.8 | 0.7 | 96 | |
| sH | MCH | C7H14 | 0.4 | 273 | 149 | 1.38 | 97 |
| MCH | 1.6 | 274 | 25 | 0.6 | 97 | ||
| DMCH | C8H16 | 3 | 275 | 60 | 0.85 | 98 | |
| MTBE | C5H12O | 5 | 273 | 70 | 0.94 | 98 | |
| ECP | C7H14 | 5.56 | 273.25 | 12.2 | 0.31 | 99 |
Homogeneous promoters such as surfactants, amino acids dissolve uniformly in the aqueous phase, enhancing hydrate formation primarily by improving gas–liquid interface properties.101 As shown in Table 3, surfactants such as sodium dodecyl sulfate (SDS) (100 ppm) reduce the time for 90% gas uptake by 13-fold at 8.5 MPa and 274.2 K. By lowering surface tension, these surfactants enhance the gas–liquid contact area and mass transfer efficiency between two phases.102 However, surfactants remain in hydrates as residual agents that can reduce the hydrate purity, and additionally SDS generates a lot of foam that covers the gas–liquid interface, and causes additional environmental pollution.102 Similarly, amino acids as biofriendly KHPs, with unique molecular structures, enhance H2-bond networks and reduce mass transfer resistance at the gas–liquid interface.103 For example, hydrates incorporating L-methionine have shown improved H2 storage capacities, achieving up to 0.474 wt% under 12 MPa and 274.15 K.
| KHPs | KHPs concentration/mass | Operating temperature (K) | Operating pressure (MPa) | Effects on H2 hydrate | Ref. | ||
|---|---|---|---|---|---|---|---|
| Homogeneous promoters | Surfactants | SDS | 100 ppm | 274.2 K | 8.5 MPa | The time required to achieve 90% of the gas uptake (t90) is reduced by 13 times | 106 |
| SDS | 250 ppm | 274.5 K | 11.3 Mpa | SDS surfactant has no effect in improving the kinetics of mixed H2/THF hydrates | 77 | ||
| Cationic dodecyl trimethylammonium chloride (DTAC) + non-ionic Tween-20 (polysorbate 20) | 0.5 wt% DTAC and 0.1 wt% Tween-20 | 278.2 K | 7.13 Mpa | Reduction of hydrate formation rates by approximately 20% | 107 | ||
| Amino acids | L-Valine | 0.3 wt% | 274.2 K | 12.0 MPa | The maximum gravimetric H2 (GH2) reaches 0.26 ± 0.01 wt% | 82 | |
| L-Methionine | 12 mmol L−1 | 274.15 K | 12.0 MPa | H2 storage capacity is 0.474 wt% | 104 | ||
| L-Leucine | 12 mmol L−1 | 274.15 K | 12.0 MPa | H2 storage capacity is 0.416 wt% | 104 | ||
| D-Leucine | 12 mmol L−1 | 274.15 K | 12.0 MPa | H2 storage capacity is 0.261 wt% | 104 | ||
| Tryptophan | 12 mmol L−1 | 274.15 K | 12.0 MPa | H2 storage capacity is 0.142 wt% | 104 | ||
| Heterogeneous promoters | Nano-particles | Reverse micelles | 200 mL isooctane + proper amount of AOT | 274 K | 20 MPa | Gravimetric H2 storage gives up to about 0.5 wt% of H2 | 38 |
| Functional groups –SO3−@PSNS of nano spheres | 1 mmol L−1 | 274.15 K | 12.0 MPa | H2 storage capacity is 0.467 wt% | 104 | ||
| Porous materials | AC | 0.05 g | 274.15 K | 12.0 MPa | H2 storage capacity is 0.13 wt% | 104 | |
| ZIF-8 | 0.05 g | 274.15 K | 12.0 MPa | H2 storage capacity is 0.133 wt% | 104 | ||
| CNT | 0.05 g | 274.15 K | 12.0 MPa | H2 storage capacity is 0.301 wt% | 104 | ||
| MOF-5 | 0.05 g | 274.15 K | 12.0 MPa | H2 storage capacity is 0.17 wt% | 104 | ||
In contrast, heterogeneous promoters such as porous materials, nanoparticles promote hydrate formation through surface-mediated effects without dissolving into the water phase. Porous materials such as AC, carbon nanotubes (CNTs), ZIF-8, and MOF-5,104 with their intricate pore structures and high specific surface areas, provide support for hydrate particles and facilitate gas diffusion pathways. These properties significantly reduce the nucleation and growth time of hydrates, making porous materials an effective approach for enhancing the kinetic performance of hydrate-based H2 storage.105 As shown in Table 3, MOF-5 achieves a H2 storage capacity of 0.17 wt% under 12 MPa and 274.15 K, highlighting the potential of these materials to improve both storage efficiency and kinetics. These promoters are essentially solid, making them easier to collect and recycle from the solvent. Additionally, they exhibit minimal reactivity with either the gas hydrate system or the surrounding environment. It is therefore essential to investigate the effect of porous materials on H2 hydrate. While previous review articles have extensively explored the thermodynamic, kinetic, and structural aspects of H2 hydrate formation, most of them focus on bulk hydrate systems or the effects of simple additives, such as surfactants and thermodynamic promoters. However, the integration of porous materials into H2 hydrate systems introduces a novel approach that leverages nano-confinement effects, enhanced surface properties, and tailored pore structures to address the challenges of low storage capacity and slow kinetics. This perspective remains underexplored, particularly in terms of the interplay between pore size, surface functionality, and gas diffusion pathways. Therefore, this study offers a fresh and comprehensive insight into how porous materials influence H2 hydrate formation, stability, and storage efficiency, bridging the gap between fundamental mechanisms and practical applications for advanced H2 storage technologies.
| Classification | Porous materials | Morphology | Specific surface area (cm2 g−1) | Pore volume (cm3 g−1) | Formation | Advantages | Disadvantages | Ref. |
|---|---|---|---|---|---|---|---|---|
| Carbon-based porous materials | AC |
|
500–3000 | 0.2–2.0 | Produced from carbonization and activation (e.g. coal, wood, peat, lignite) | Large specific surface area (>1000 m2 g−1), pore volume, and chemical functional groups | Flammability, high permeability, pore resistance, and hygroscopicity | 247 and 248 |
| CNTs |
|
50–1300 | 0.1–1.5 | Consist of a graphene sheet that is rolled into a cylindrical structure based on sp2 hybridized carbon atoms | Good electrical conductivity, optical rotation and mechanical strength, larger surface area, natural hydrophobicity, and strong thermal stability | Aggregate and bundle together | 249–251 | |
| Graphene |
|
100–3000 | 0.1–2.5 | Two-dimensional (2D) graphene consists of hexagonally arranged sheets of carbon atoms that share sp2 hybridized orbitals with three adjacent carbon atoms | Excellent thermal conductivity, significantly high physical specific surface area, and structural stability | Synthesis is complex and aggregates | 252 and 253 | |
| Inorganic porous materials | Silica gel |
|
200–800 | 0.4–1.5 | Silica gel is an amorphous inorganic material with a three-dimensional tetrahedral structure and silicol groups on its surface | Excellent thermal, mechanical, and chemical stabilities, low density, high pore surface area, and numerous functional groups | Hygroscopicity | 254 |
| Zeolite |
|
300–1200 | 0.1–0.8 | Zeolite has a crystalline aluminosilicate frame consisting of an infinite three-dimensional (3D) arrangement of TO4 tetrahedra (T is Al or Si) | Good hydrophobicity, large surface area, adjustable porosity, incombustibility, hydrothermal stability and chemical stability, good thermal stability | The synthetic process can be complex, time-consuming, and expensive | 255 and 256 | |
| Glass bead |
|
<1–10 | — | Glass bead is composed of silicon dioxide (SiO2) along with small amounts of other oxides forming an inert and stable glass structure | Chemical stability, good thermal conductivity, controllable particle size, industrially very well-established | Low mechanical stability, single pore structure, smooth surface | 257 | |
| Electrodeposited Cu2O nanoflower |
|
— | — | Electrochemical deposition on Cu foam substrate | Superhydrophobicity, hierarchical roughness, mechanical adhesion, antibacterial activity | Limited thermal stability | 258 | |
| NiSe2 hollow nanotube foam |
|
— | — | Hydrothermal synthesis and ion exchange on Ni foam substrate | High electrical conductivity, hierarchical porosity, 1D tubular channels, open gas diffusion paths | Applied mainly in electrochemistry | 259 | |
| Organic porous polymers | Polyurethane foam |
|
1–200 | 0.5–5.0 | Foamed polyurethane is formed from a reaction between polyisocyanates and polyols, with catalysts and blowing agents | High porosity and excellent mechanical properties, good compressive, tensile, and shear strength across various densities, adaptation to extreme conditions | Sensitivity to temperature and humidity | 260 |
| Emulsion-templated polymers |
|
10–500 | 1.0–10.0 | Emulsion-templated polymer is synthesized within surfactant-stabilized water-in-oil HIPEs by using free radical polymerization | High specific surface areas and well-defined porosities, high variability of macromolecular structures, allowing tailored designs | The synthetic process is complex, time-consuming, and expensive | 261–263 | |
| Super absorbent polymers |
|
1–100 | 0.5–15.0 | SAPs are composed of a hydrophilic, water-swellable polymer 3D network | Excellent water absorption, retention capabilities, low cost | Required specific synthesis or post-treatment | 81 and 264 | |
| Hybrid porous materials | Metal organic frameworks |
|
500–7000 | 0.2–4.0 | Metal ions or clusters of coordination with organic ligands are constructed in an ordered 1, 2, 3D framework | Ultra-high surface area, excellent thermal stability, tunable porosity, and easy functionalization | Large void space, weak dispersing force, favorable for coordination and insufficient active metal catalyst sites, and high preparation costs, limited possibilities for scale-up, and limited stability | 265–268 |
Subsequent studies118,119 have proposed five theoretical models to describe hydrate formation processes in porous media, based on the interactions between gas hydrates and the porous framework. These models, illustrated in Fig. 4(a–e),119 include: (a) pore-filling,120 where hydrates form; (b) load-bearing,121 where hydrates form between grains, contributing to the particle skeleton; (c) grain-cementing,122 where hydrates grow at grain contact points; (d) grain-coating,118 where hydrates envelop the grains; and (e) patchy,118 where hydrates occupy interconnected pore spaces entirely. It is noted that the intricate relationship between hydrate occurrence patterns and growth habits is complicated. Li et al.123 highlights the critical role of initial gas and water saturation in determining hydrate occurrence patterns and growth mechanisms. When water is the primary continuous phase, hydrates tend to grow towards the pore centers. Conversely, when gas dominates as the continuous phase, hydrates grow both along the pore walls and towards the center, with mass transfer occurring between water and gas phases, as shown in Fig. 4(f and g). These findings emphasize that the growth mechanism, influenced by mass transfer dynamics, ultimately dictates the hydrate occurrence pattern.124 Therefore, this review focuses on the effects of various porous materials on H2 hydrate, including the characteristics of various porous materials, as well as the formation, distribution and gas storage behavior of H2 hydrates.
![]() | ||
| Fig. 4 Theoretical models of hydrate occurrence patterns and growth behavior: (a) pore-filling, (b) load-bearing, (c) grain-cementing, (d) grain-coating, and (e) patchy. Reproduced with permission from ref. 125. Copyright 2022, Elsevier. Hydrate occurrence patterns: (f) pore-filling, and (g) mixed growth habits. Reproduced with permission from ref. 123. Copyright 2022, Elsevier. | ||
For H2 hydrates, nanoconfinement within small pores (typically 1–50 nm) enhances hydrate formation by increasing the interfacial area between H2 gas and water, thereby facilitating nucleation and growth.138,141 Water molecules in nanopores exhibit distinct structural and dynamic properties due to interactions with pore surfaces, which modify the H2 bonding network and influence thermodynamic and kinetic pathways.142 These effects accelerate hydrate formation, allowing rapid growth within minutes by providing abundant nucleation sites and increased surface area.140 Additionally, nanoconfinement enables hydrate formation at lower pressures compared to bulk conditions, as the confined environment stabilizes hydrate structures under milder conditions.143 During nucleation, confined spaces induce metastable crystal growth, influencing hydrate arrangement and stability, leading to unique growth patterns not observed in bulk phases.144,145 Furthermore, nanoconfinement directs hydrate crystallization by exposing dominant crystal faces, optimizing growth orientation and morphology.144,146,147 Collectively, these effects contribute to a more efficient and controlled hydrate formation process, advancing its potential for H2 storage applications. While nanoconfinement within the entire 1–50 nm range offers significant advantages, pores larger than 2 nm, particularly mesopores between 2–10 nm, play a distinct and complementary role. Micropores (<2 nm) primarily facilitate hydrogen physisorption through strong van der Waals surface interactions but may restrict the spatial rearrangement of water molecules needed to form complete hydrate cages.148–150 In contrast, mesopores provide sufficient volume for hydrate nucleation and cage development, while maintaining confinement strong enough to stabilize intermediate phases.140 Moreover, mesopores enable a dual-mode storage mechanism, where hydrogen is first physisorbed onto pore walls and then enclathrated into growing hydrate cages.139,151 This pre-concentration of gas molecules within the mesopore environment enhances the local driving force for hydrate formation. In addition, mesopores allow more efficient gas–water contact and molecular transport compared to micropores, reducing internal diffusion limitations and promoting sustained hydrate growth.152 Thus, by balancing spatial accessibility with confinement effects, mesoporous structures act as active microreactors that complement the sorptive advantages of micropores.153
As shown in Fig. 6(a), within the pores, a water film initially forms, enhancing the gas–water interface and facilitating hydrate nucleation at the water-pore surface boundary. This interface supports gas diffusion into the water film, driving hydrate growth. The process continues until equilibrium is reached or mass transfer limitations inhibit further hydrate formation.113,154 Liu et al.155 reported that hydrate formation in activated carbon pores occurs in two primary stages. Initially, water molecules are replaced by gas molecules at the interface. This is followed by gas displacing water within the pore, leading to gas condensation and the subsequent growth of hydrate crystals. This effect is more pronounced on hydrophobic surfaces but is also influenced by the volume and geometry of the confined space, which play a crucial role in determining these altered properties.127,156 The reduced dimensionality and strong interactions between the confined phase and porous materials create large interfacial areas and quasi-high pressures, which play a crucial role in influencing the nucleation and growth of H2 hydrates.137 Quasi-high pressure is not a traditional macroscopic high pressure, but a local pressure effect due to the unique physical and chemical environment at the nanoscale.157 The formation of quasi-high pressure is primarily attributed to the following mechanisms: first, the confinement effect within nanopores restricts the movement of H2 molecules, enhancing intermolecular interactions and creating a localized high-pressure environment.135 Phenomena typically requiring extremely high pressures in bulk systems, such as high-pressure chemical reactions and solid phase transitions (∼104 bar), have been observed at significantly lower pressures (∼1 bar) within confined spaces due to quasi-high pressure effects.157,158 Second, capillary condensation reduces the vapor pressure of the gas, allowing H2 molecules to achieve local densification at lower macroscopic pressures.159–161 Additionally, the high surface energy of pore walls alters the thermodynamic state of H2 molecules, further contributing to the localized pressure increase.162 Under quasi-high pressure conditions, H2 molecules can more readily incorporate into hydrate lattices, significantly lowering the formation pressure of hydrates and accelerating their formation kinetics. Simultaneously, the nano-confinement environment suppresses the growth and aggregation of hydrate crystals, improving their thermodynamic stability and resistance to decomposition, particularly under multiple storage cycles.134 Furthermore, quasi-high pressure enhances the storage density of H2 per unit volume and promotes the formation of structure II hydrates, which exhibit higher H2 storage capacity.137,163 In short, these effects facilitate the formation and growth of gas hydrates under milder conditions compared to bulk fluids.164 Factors such as pore size and the chemical properties of the solid interface play a crucial role in hydrate formation. Stronger water–pore wall interactions influence the distribution and structuring of interfacial water, which can facilitate hydrate nucleation by providing a confined environment.165
![]() | ||
| Fig. 6 Schematic diagram of the (a) hydrate formation mechanism in pores of porous material. Reproduced with permission from ref. 166. Copyright 2021, American Chemical Society. (b) Formation process of H2 adsorption and H2 hydrates in a porous carbon under nano-confinement. Modified with permission from ref. 167. Copyright 2019, American Chemical Society. | ||
Confinement effects also contribute to the increased thermal stability of H2 hydrates beyond their normal stability range. This enhanced stability (≥240 K compared to the typical 145 K) represents progress toward utilizing these confined crystals as H2 storage reservoirs.131 Furthermore, in nano-confinement environments, H2 storage capacity is significantly enhanced due to the coexistence of two H2 storage mechanisms: adsorption and hydrate formation, as shown in Fig. 6(b). On one hand, H2 molecules are physically adsorbed onto the surfaces of nanoporous materials through van der Waals forces or surface interactions, a process that is highly dependent on pore structure and material surface area. On the other hand, in the presence of water and under suitable temperature and pressure conditions, H2 molecules can form stable hydrates with water molecules within the confined spaces. The nano-confinement effect not only promotes the adsorption of H2 on pore surfaces but also facilitates the nucleation and stabilization of hydrates by restricting hydrate crystal growth. This dual storage mechanism effectively enhances H2 storage capacity while offering complementary release pathways, making nano-confinement an attractive approach for advanced H2 storage systems.
![]() | ||
| Fig. 7 (a) H2 hydrate formation in porous model carbons covering the range from micro- to meso- and macropores. Modified with permission from ref. 171. Copyright 2016, Royal Society of Chemistry. (b) Adaptation of pore size (micropore and mesopore) to H2 hydrates. Modified with permission from ref. 172. Copyright 2011, Elsevier. (c) Simulation (T = 220 K, P = 135 MPa) of H2 molecule distribution in the H2 hydrate in activated carbon systems, split into contributions from H2 inside the hydrate structure (enclathrated) and H2 outside the water phase (physisorbed). Approximately 13% of the H2 is found in the intermediate water/ice layer between activated carbon and H2 hydrate, which is included in the total H2 histogram. The data for both plots was accumulated from 10 frames of 10 independent simulation trajectories with different randomized activated carbon structures. Only the atomic part of the ACs are considered as pore walls for the pore size distribution calculation, meaning that, for instance, a physisorbed H2 molecule at 1 nm in the pore size distribution is in a 1 nm pore of the AC (edge to edge distance). Reproduced with permission from ref. 151. Copyright 2024, Royal Society of Chemistry. | ||
For porous materials, in addition to pore size, particle size must also be considered. Previous studies have shown that particle size, as one of the main physical properties of porous materials, has a great influence on the whole hydrate formation process.182,183 Particle size determines the arrangement and size of the interstitial pore spaces, influencing particle packing, porosity, and the fluid transport characteristics of the overall structure.184 While particle size shapes the macroscopic pore network, pore size directly affects the nucleation and growth behavior of hydrates within the pores. Smaller particles with larger interstitial pore spaces enhance gas–water contact, increasing hydrate formation rates.176,185 However, smaller than a certain particle size, transport resistance and reduced gas permeability slow hydrate growth.186 Additionally, strong water-material interactions can limit the availability of free water, inhibiting hydrate formation.187 Previous studies have shown that particle size and distribution within a sand bed play a critical role in determining interstitial pore spaces size and influencing hydrate formation rates.188–190 A higher proportion of small particles fills the gaps between larger ones, reducing the system's specific surface area and connectivity, which hinders mass transfer and slows down hydrate formation. In addition, an optimal ratio of particle sizes can increase the surface area and improve formation efficiency. Under ideal conditions, where gas and water are evenly distributed, capillary forces enable a continuous supply of water to the gas–water interface, promoting the reaction. Smaller particles provide a larger specific surface area and reaction interface, enhancing water migration and accelerating hydrate growth. At this stage, the system's reaction becomes primarily controlled by diffusion, and smaller particle sizes amplify this limitation.191,192 Su et al.81 suggested that poly (acrylic acid) sodium salt (PSA) with smaller particle sizes can significantly improve the kinetics of the H2 enclathration process. This enhancement is contingent on the gel particles remaining discrete and avoiding agglomeration in their swollen state. Saha et al.80 investigated the formation of mixed H2/THF hydrates in porous media with sizes of 49, 65, 100, and 226 Å. They observed that the induction time for hydrate formation in 49 Å silica gel pores was only 27 minutes, significantly faster—by a factor of 6 to 22 (3–10 hours)—compared to bulk ice, as shown in Fig. 8(a). However, as the particle size increased, the induction time also became longer. Siangsai et al.185 examined the effect of activated carbon particle sizes on methane hydrate formation under pre-adsorbed water conditions at 277 K, 8 MPa. Methane storage capacity increases as hydrates form in the interstitial spaces between particles, enhancing formation rates. Larger particle (841–1680 µm) AC, with greater interstitial spaces, showed the highest average water conversion to hydrate, 96.5%. Smaller particle size (250–420 µm) promotes methane hydrate formation by increasing interconnectivity in the crystallizer, as shown in Fig. 8(b), which enhances gas–water contact. Babu et al.193 studied methane hydrate formation using silica sand and activated carbon of varying particle sizes. Stable hydrate formation and front movement occurred in silica sand but not in large-particle AC. Crushing the activated carbon into smaller particles enabled stable hydrate formation and front movement, demonstrating the importance of particle size and pore interconnectivity, as shown in Fig. 8(c).193
![]() | ||
| Fig. 8 (a) Kinetic plots (fractional H2 uptake versus time) for THF–H2 binary clathrate hydrate formation in four porous materials. Reproduced with permission from ref. 80. Copyright 2010, American Chemical Society. (b) Typical methane consumption and temperature profiles during the methane hydrate formation experiments conducted with the activated carbon size of 841–1680 mm at 4 °C and 6 MPa. Reproduced with permission from ref. 185. Copyright 2015, Elsevier. (c) Sequential images of the hydrate formation and dissociation in activated carbon bed with large particle size. The ringed grain highlights the formation and subsequent dissociation of the methane hydrate crystal (left). Sequential images of the stable hydrate growth front in the bed of activated carbon crushed into small particle size (right). Reproduced with permission from ref. 193. Copyright 2013, American Chemical Society. | ||
Beyond particle size, both the geometry and distribution of pores play a vital role in determining the connectivity and contact area of porous materials.181 Research by Li et al.194 revealed that the spatial arrangement of pore structures directly impacts the growth rate, orientation, and morphology of water molecules, which are critical factors for hydrate formation. A well-structured H2-bonding network within confined spaces accelerates nucleation and crystal growth, enhancing the growth rate of hydrates.195 The orientation of water molecules, dictated by pore geometry and surface interactions, affects dipole alignment and H2-bond structuring, which in turn governs nucleation efficiency.196 Meanwhile, the morphology of water molecules, shaped by confinement effects and pore–wall interactions, determines water structuring and clustering behavior, influencing nucleation site availability and hydrate stability.197 Regular pore structures tend to offer uniform and consistent pathways for gas–liquid interaction, whereas irregularly shaped pores create a diverse and complex network that can enhance nucleation due to increased surface heterogeneity.198
Irregular and multi-sized pore structures also facilitate more effective gas–liquid contact and accelerating hydrate formation by introducing abundant nucleation sites. This irregularity improves heterogeneous nucleation by offering surface defects that serve as initiation points for early water structuring, which is essential for hydrate crystallization.199 In contrast, materials with highly ordered and uniform pore structures, such as zeolites, are less effective in promoting hydrate formation due to limited irregularities and reduced active sites for nucleation.200
Moreover, the degree of diversity of pore shape regularity affects the internal connectivity and structural integrity of the material.181 Materials with irregular pore geometries exhibit enhanced surface heterogeneity, which can increase adsorption capacities by providing more active sites for gas storage. Additionally, variations in pore structure affect capillary forces, influencing fluid distribution and hydrate nucleation efficiency. However, these effects depend on the material's specific surface chemistry and porosity characteristics. Therefore, tailoring pore morphology including pore size, shape, and distribution, is essential for optimizing H2 storage efficiency. This involves achieving a balance between structural integrity and surface heterogeneity to enhance gas–liquid interaction, nucleation, and mass transfer, ultimately improving hydrate formation and storage performance.
The surface chemistry of porous materials is pivotal in influencing H2 hydrate formation and stability. Surface chemical modifications, such as introducing functional groups like hydroxyl or carboxyl groups, can regulate nucleation rate and the stability of hydrates by enhancing interactions at the gas–liquid interface. Functional groups like these stabilize hydrate crystals via H2 bonding.201 For instance, graphene oxide (GO), containing oxygen-rich groups such as epoxy, hydroxyl, and carboxylic acids, exhibits amphiphilic properties and excellent water dispersibility, making it a promising material for promoting gas hydrate formation,202 shown in Fig. 9(a). However, in certain cases, hydrophobic modifications have also been found to enhance hydrate formation by improving gas diffusion and lowering nucleation energy barriers. Hydrophobic functionalization of silica surfaces has also been found to enhance hydrate formation.203 For example, alkyl groups introduced through coupling agents like hexadecyltrimethoxysilane (HDTMS) or octyltrimethoxysilane (OTMS) reduce surface hydrophilicity. These agents undergo hydrolysis and condensation reactions with the hydroxy groups on silica surfaces, resulting in hydrophobic silica particles, as shown in Fig. 9(b) and (c). Hydrophobized silica materials, including SBA-15, have demonstrated superior clathrate-promoting effects by improving gas diffusion and lowering nucleation energy barriers.204 Kummamuru et al.205 demonstrated that functionalizing mesoporous cellular foam (MCF) surfaces with tetrahydrofurfuryloxypropyl triethoxysilane, a THF-like molecule, significantly improved the kinetics and H2 storage capacity of binary H2–THF hydrates by leveraging the molecule's mobility through its long ether chain. These surface chemical modifications highlight the importance of understanding structure–property relationships. The variety in surface ligands, their distribution, and the pore sizes of materials call for a systematic approach to material design. Such an approach reduces dependence on empirical methods and facilitates the rational optimization of hydrate formation processes. Surface roughness and chemical modifications significantly influence hydrate formation by altering gas adsorption, nucleation efficiency, and gas–liquid interactions. Practical applications should focus on optimizing surface functionalization by introducing specific chemical groups (e.g. hydroxyl, carboxyl, or alkyl groups, and so on) to modify surface chemistry, regulate intermolecular interactions, and enhance nucleation efficiency. Additionally, adjusting surface roughness can improve hydrate stability and promote efficient gas storage performance.
![]() | ||
| Fig. 9 (a) Diagram of the chemical structure of graphene oxide (GO). Reproduced with permission from ref. 201. Copyright 2022, American Chemical Society. (b) Schematic representation of the reaction mechanism for the surface modification of silica sand using coupling agents. Hydroxy groups on the surface of silica sand are replaced by hydrophobic moieties. (c) FESEM images and EDS analyses of the M (medium size), M–C8 (modified with OTMS), and M–C16 (modified with HDTMS) silica sand samples. Reproduced with permission from ref. 203. Copyright 2023, Elsevier. | ||
Experiments show that external surfaces with moderate wettability, balancing hydrophilic and hydrophobic properties, promote hydrate nucleation.62,128 However, in terms of nucleation efficiency, hydrophobic surfaces exhibit superior performance compared to hydrophilic surfaces, as Wang et al.207 experimentally demonstrated, showing that the induction time for gas hydrate formation was more than eight times shorter on hydrophobic surfaces compared to hydrophilic ones. This improvement is attributed to the reorganization of water molecules into an ice-like tetrahedral structure on hydrophobic surfaces, which enhances nucleation efficiency.69,111,201,208,209 Additionally, molecular simulations by Bai et al.210 revealed that clathrate hydrate nucleation occurs more readily on less hydrophilic surfaces, where water molecules near pore walls form more organized layers, further supporting hydrate growth. Hydrophobic surfaces also provide an advantage by adsorbing guest molecules, thereby increasing their local concentration at the gas–liquid interface.62,211 In contrast, hydrophilic surfaces stabilize hydrate cages through H2 bonding with hydroxyl groups but may hinder gas diffusion and reduce nucleation efficiency.212–214 The driving force for hydrate nucleation, as described by Skovborg et al.,215 is the chemical potential difference between liquid water and the hydrate phase, which directly influences the formation rate. Hydrophobic surfaces increase the chemical potential of nearby water molecules, amplifying this driving force and promoting faster hydrate formation, as shown in Fig. 10(a).216
![]() | ||
| Fig. 10 (a) Mechanism of hydrate promotion for surface hydrophobic nano-SiO2. Reproduced with permission from ref. 216. Copyright 2018, Taylor & Francis. (b–d) Proposed scenarios of water filling pores as dependent upon surface wettability. Labels are self-explanatory. Drawing scales are instructive but not necessarily precise. Gas hydrate formation in interior pore spaces is not feasible in (b) and (c) due to insufficient gas–water contact. System (d) favors gas–water contact and can promote gas hydrate formation. Reproduced with permission from ref. 62. Copyright 2020, American Chemical Society. (e) Proposed mechanism of THF solution and dissolved gases (CO2, and H2) filling pores as dependent upon wettability of silica gel pore. Reproduced with permission from ref. 221. Copyright 2022, Elsevier. | ||
The wettability of internal pore surfaces in porous materials significantly influences the behavior of H2O and gas molecules by affecting interfacial energies between ice, water, the pore wall, and hydrate phases.217 Hydrophobic pores might not be easily wetted by water due to positive capillary pressures, as shown in Fig. 10(b). Hydrophobic pore surfaces reduce water activity, encouraging clustering of water molecules and enhancing gas–water interactions. This clustering minimizes free energy and amplifies water molecule mobility, facilitating hydrate nucleation and growth.62 Conversely, hydrophilic pores are fully filled with water, excluding gas molecules and impeding effective gas-hydrate formation, as shown in Fig. 10(c). Hydrophobic nano-confinement also plays a key role in hydrate formation. Studies show that hydrophobic pores may remain unwetted under certain pressures, creating conditions favorable for hydrate nucleation by reducing the capillary effects that hinder gas migration. In contrast, hydrophilic nano-confinements promote disordered water layers, which are less conducive to hydrate growth.164,218 Balancing hydrophilic and hydrophobic properties is crucial for optimizing hydrate formation. As shown in Fig. 10(d), in moderately hydrophobic pores, condensed water molecules maintain their three-dimensional structure,219 facilitating the formation of internal gas–water interfaces and enhancing gas diffusion pathways.220 Meanwhile, Lee et al.221 suggested that the combination of concentrated THF hydrate systems with hydrophobic silica gels pores offers the most significant theoretical promotion effect, as shown in Fig. 10(e). From a broader perspective, the interaction between thermodynamic promoters and the hydrophobicity of silica gels can serve as a guiding principle for designing hydrate storage systems with enhanced thermodynamic stability. While hydrophobic pores favor hydrate nucleation and growth, excessive hydrophobicity may hinder gas diffusion and mass transfer efficiency. Therefore, optimizing wettability within a moderate range is essential to striking a balance between promoting nucleation and ensuring efficient gas permeability and favorable reaction kinetics.
![]() | ||
| Fig. 12 (a) P–T plots for H2–THF–H2O ternary system (20.0 g THF–H2O solution, 5.56 mol% THF) during cooling and heating. (A) Without polyHIPE; (B) with 3.0 g polyHIPE support. Reproduced with permission from ref. 224. Copyright 2008, John Wiley and Sons. (b) P–T plot of enclathration and subsequent dissociation for H2–THF–H2O system under H2 pressure. (A) 20.0 g of THF–H2O solution and 3.0 cm3 of glass beads; (B) 20.0 g of THF–H2O solution and 3.0 g of PSA. Reproduced with permission from ref. 81. Copyright 2009, Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim. (c) Pressure drop and temperature profile with time for CO2/H2/H2O hydrate formation process. (A) with 0.5 wt% nano Al2O3 and 11 wt% TBAB; (B) with 0.5 wt% nano CNT and 11 wt% TBAB. Reproduced with permission from ref. 225. Copyright 2019, Elsevier. | ||
Temperature plays a crucial role in hydrate formation and dissociation. Cooling below a certain threshold promotes nucleation, while heating above a specific temperature induces dissociation.226 The presence of porous materials lowers the nucleation barrier, enabling hydrates to form at higher temperatures than in bulk systems.140 Pressure is equally critical—higher pressures (>10 MPa) enhance enclathration, but the extent of H2 uptake depends on the properties of the porous material. PSA and polyHIPE significantly enhance H2 storage efficiency, leading to more pronounced pressure reductions, while nanoporous materials such as TBAB–CNT further accelerate hydrate formation and improve stability, outperforming TBAB–Al2O3 in promoting gas uptake and retention.
The synergy between external temperature–pressure conditions and porous material selection is fundamental to optimizing H2 hydrate-based storage. By reducing nucleation barriers, increasing enclathration efficiency, and accelerating dissociation kinetics, porous supports significantly enhance the practicality and efficiency of hydrate-based H2 storage, making them essential for advancing next-generation H2 storage technologies.
![]() | ||
| Fig. 13 (a) Interstitial spaces are formed by porous materials of different shapes and sizes. Reproduced with permission from ref. 193. Copyright 2013, American Chemical Society. Comparison of velocity contours of methane hydrates in (b) homogeneous pore-filling model and (d) heterogeneous model, and velocity vectors in (c) homogeneous pore-filling model and (e) heterogeneous mode. Reproduced with permission from ref. 227. Copyright 2022, Elsevier. Distribution of hydrate modes. (f) Hydrate coats grains. (g–i) Hydrate occupies pore centers. (g) The shape of the hydrate is round. (h) The shape of the hydrate is square. (i) The shape of the hydrate is a star, and the star hydrate is formed by changing the shortest distance between particle and hydrate. Reproduced with permission from ref. 232. Copyright 2018, Elsevier. | ||
Hydrate formation within porous materials modifies the internal structure, altering permeability, heat transfer, and mass transport mechanisms.228 This interaction depends not only on the intrinsic properties of the material but also on the engineered spatial arrangement and packing density of the particles within the bed.229 Prior research has identified three primary hydrate distribution patterns – grain-coating, pore-filling, and particle cementation – through numerical modeling.230,231 Hou et al.232 developed four models examining hydrate formation mechanisms and particle arrangements (e.g. round, square, and star distributions), as shown in Fig. 13(f–i). These models, based on engineered packing conditions, were used to evaluate permeability variations under different hydrate formation scenarios. The 2D modeling results showed that particle arrangement itself had minimal impact on permeability, but hydrate saturation levels and formation processes played a significant role. At low hydrate saturation, pore-filling hydrates obstructed flow pathways, while at higher saturation, the differences between pore-filling and grain-coating patterns became less pronounced. Furthermore, while the geometric shape of hydrates (round, square, or star) had little effect at lower saturation, the permeability gap widened as saturation increased. Experimental data further confirmed that hydrates primarily form in pore centers under controlled conditions.
Qin et al.233 highlighted the influence of saturated and supersaturated conditions on hydrate nucleation within engineered packed beds, where external water distribution and capillary forces regulate hydrate migration and distribution patterns. Under supersaturated conditions, as shown in Fig. 14(a–c), capillary forces and liquid bridge effects drive hydrate formation in cemented structures, where hydrate layers gradually bind porous material particles together and migrate upwards. Hydrates accumulate in interstitial spaces (pore-filling type), restricting liquid transport pathways.234 In saturated and unsaturated conditions, as depicted in Fig. 14(d–f), hydrates primarily form along pore walls, integrating with neighboring particles and progressively filling engineered interstitial spaces in the packed bed, while central regions remain largely unoccupied. Additionally, liquid migration into micropores results in thin hydrate films coating particle surfaces. These findings emphasize that hydrate distribution is strongly dictated by external engineering conditions, particularly the spatial packing configuration and saturation levels within the porous material bed.
![]() | ||
| Fig. 14 Hydrate growth model under supersaturated and saturated conditions: (a) initial nucleation, (b) interface growth, (c) cementation and pore filling, (d) homogeneous distribution, (e) capillary-driven migration, (f) cemented or hydrate-free states. Reproduced with permission from ref. 233. Copyright 2022, American Chemical Society. | ||
This analysis highlights that the external arrangement of porous materials within packed beds is a key engineering control factor, shaping gas–liquid distribution, mass transfer efficiency, and hydrate formation pathways. By optimizing pore connectivity, adjusting particle packing arrangements, and regulating hydrate distribution patterns, hydrate-based storage systems can achieve greater efficiency and improved performance under practical operating conditions.
At low water saturation, limited hydrate formation occurs due to pre-adsorbed water blocking micropores and restricted gas diffusion, reducing the water-to-hydrate conversion efficiency.115,235–238 For example, in materials such as Y-shp-MOF-5,116 very few hydrates form even under high pressures (6–7 MPa) due to inadequate water availability. Conversely, as water saturation increases under controlled conditions, pore spaces can become fully occupied, further inhibiting gas diffusion and decreasing adsorption capacity.116 This effect varies with porous structure, as shown in Fig. 15(b)—in microporous materials (e.g. AC), hydrates tend to form on external surfaces rather than within nanopores when excessive water saturates the material.237 In mesoporous systems (e.g. MIL-101), hydrate growth occurs outside pore cavities under oversaturation, reducing confinement limitations while enhancing gas storage, as observed in Fig. 15(a).239 Therefore, the presence of excess pre-absorbed water on the outer surfaces of pores or within intergranular spaces contributes to hydrate formation and enhances gas storage capacity.139
![]() | ||
| Fig. 15 (a) Microscopic simulation of the adsorption-hydration in MIL-101 under different water contents (Rw = 0: dry MIL-101 without H2O; Rw = 0.68: MIL-101 cavities saturated with 1105 and 636 H2O molecules in large and small pores; Rw = 9.46: entire simulation box, including MIL-101 cavities and outer space, filled with H2O). Reproduced with permission from ref. 239. Copyright 2019, American Chemical Society. (b) Variation in the water content in porous media with different particle sizes and methane hydrate saturation. Reproduced with permission from ref. 245. Copyright 2021, Elsevier. (c) Comparison of the pressure change for methane hydrate formation in ∼230 µm silica sand with different water contents (84.40, 75.35, 76.42, and 63.26% for experiments 12, 14, 17, and 19, respectively). Reproduced with permission from ref. 246. Copyright 2021, American Chemical Society. | ||
External water saturation levels also influence hydrate formation pressure and kinetics, as depicted in Fig. 15(c). The spatial distribution of water within porous materials is heavily influenced by external saturation conditions, which in turn affect the preferred nucleation sites. In hydrophilic materials, micropores exhibit higher adsorption potential, leading to water molecules concentrating in smaller pores. As externally applied saturation increases, hydrate formation shifts toward larger pores or external surfaces, reducing the pressure required for hydrate formation. However, excessive saturation leads to restricted diffusion pathways, hindering gas transport and preventing hydrate formation inside the pore network. Under these conditions, hydrate growth becomes limited to particle voids and pore surfaces.154,236,238 Notably, hydrate formation pressure does not decrease linearly with increasing water content. Beyond a critical threshold, further increases in water saturation can elevate the required pressure for hydrate formation while simultaneously reducing the water-to-hydrate conversion efficiency.235
The external water saturation level also affects nano-scale interactions in hydrophobic porous materials. Casco et al.115 observed that higher pre-adsorbed water levels led to smaller water nanodroplets, which provided a larger solid–liquid interface and a shorter induction period for hydrate nucleation. In contrast, Zhang et al.240 proposed an adsorption-induced nano-convection mechanism, where excessive water content clogs internal voids in activated carbon, weakening gas–water interactions and slowing nucleation and hydrate growth kinetics. This slowdown is attributed to reduced nano-convection and fewer available nucleation sites at high saturation levels. Notably, the effect of moderate hydrophobicity on hydrate formation is strongly scale-dependent and differs markedly between macro-packed beds and nanoconfined frameworks like MOFs. In macro-packed beds (e.g. polymer foams or emulsion-templated scaffolds), moderate hydrophobicity influences meso- to macro-scale capillary flow and fluid distribution.209,241 It helps prevent complete pore flooding while maintaining gas-accessible domains, thereby supporting persistent three-phase contact essential for dynamic hydrate nucleation.209,242 In contrast, hydrophobicity in MOFs arises from internal surface chemistry at the molecular level. Excessive hydrophobicity may hinder water entry into nanopores,142,243 while overly hydrophilic frameworks risk over-saturation, reducing gas diffusion and confinement effects.152,244 Thus, balanced internal wettability is key to enabling confined gas–water interactions. These differences highlight that hydrophobicity must be interpreted in relation to pore scale, geometry, and saturation behavior. In composite systems, such as MOF-infused macro-packed beds, multiscale wettability interactions jointly influence phase distribution and nucleation pathways, underscoring the need for integrated structural design.
The optimal water saturation for hydrate formation is highly dependent on external operational parameters, including pressure, temperature, and gas flow rates, as well as the physical properties of the porous material (e.g. pore size, connectivity, and surface chemistry) and packing density.139 While some studies suggest full saturation as the ideal condition, others emphasize the benefits of supersaturation in maximizing storage efficiency. Therefore, precisely controlling water saturation through external operational adjustments is crucial to enhancing hydrate formation, improving gas storage capacity, and optimizing overall system efficiency. In practical applications, managing water saturation through external operational controls is crucial for regulating gas diffusion and optimizing H2 hydrate formation conditions. The saturation level significantly affects nucleation site availability, gas–liquid interface interactions, and overall hydrate growth behavior. Maintaining an appropriate saturation balance is essential to support efficient nucleation while preventing limitations caused by either insufficient water, which restricts hydrate formation or excessive saturation, which obstructs gas transport and raises formation pressure thresholds. Thus, precisely adjusting water saturation levels based on external conditions is key to enhancing H2 hydrate stability, improving storage capacity, and facilitating controlled dissociation when necessary.
Farrando-Perez et al.39 demonstrated that AC derived from optimized Petroleum Pitch (PPAC) using KOH as activating agent at 1073 K, which features a tailored porous structure with suitable surface chemistry. The synthesized material is characterized by a large apparent surface area (SBET ∼3690 m2 g−1), with extensively developed microporosity (Vmicro ∼1.06 cm3 g−1) and mesoporosity (Vmeso ∼1.90 cm3 g−1). The microporous and mesoporous structures of the optimized AC (PPAC) provided an ideal “nano-reactor” environment that facilitates the formation of H2 hydrates at lower pressures. As shown in Fig. 16(a), the nanoconfinement within PPAC cavities facilitates the nearly complete transformation of D2O into clathrate hydrates in the D2O-PPAC system. A key observation is that confinement significantly lowers the formation pressure by over 65 MPa (∼30%) without requiring chemical additives, enabling H2 hydrate formation at 135 MPa, compared to the 200–220 MPa needed in bulk conditions. Additionally, nanoconfinement enhances the thermal stability of H2 hydrates well beyond the conventional stability range, with decomposition temperatures reaching ≥240 K, as opposed to 145 K in bulk systems,24 as shown in Fig. 16(b) and (c). What's more, this paper also concluded that two key aspects for 3D carbon networks to facilitate H2 clathrate formation are: (i) an optimized porous structure, characterized by high surface area and a balanced distribution of micropores and mesopores, and (ii) suitable wettability, ensuring D2O adsorption while maintaining the hydrophobicity required for water–H2 interactions. The AC surface facilitates tetrahedral ordering of interfacial water molecules, promoting nucleation, while nanoconfinement effects enhance H2 solubility at the hydrophobic interface, increasing local gas density. Combined with an extended water–gas interface, these factors accelerate nucleation by lowering activation energy, enabling hydrate formation at much lower pressures than bulk systems without altering nucleation thermodynamics, as illustrated in Fig. 17.
![]() | ||
| Fig. 16 (a) Neutron diffraction patterns obtained at 5 K for the D2O-PPAC pressurized with normal H2 at (a) 100, (b) 135, and (c) 200 MPa. Theoretical patterns for hexagonal ice (Ih) and sII structure in gas hydrates are included for comparison. Thermal stability of confined (b) hexagonal ice and (c) H2 clathrate hydrate up to 240 K followed by neutron diffraction. Before the experiment, sample D2O-PPAC was pressurized at (b) 100 MPa and (c) 135 MPa. After pressurization, the samples were cooled to 5 K, the pressure cell was decreased down to 0.1 MPa, and the sample cell temperature was increased stepwise. Reproduced with permission from ref. 39. Copyright 2022, Springer Nature. | ||
![]() | ||
| Fig. 17 Illustrative scheme of the H2 clathrate formation in bulk water and confined environments created by AC. Reproduced with permission from ref. 39. Copyright 2022, Springer Nature. | ||
Through molecular dynamics simulations, Rothmund et al.151 discovered that the optimal pore size of AC is approximately 2 nm. In pores exceeding the critical diameter of ∼2 nm, most H2 is enclathrated within a hydrate structure, making activated carbon with meso- and macroporosity highly promising for H2 storage. In contrast, physisorbed H2 primarily accumulates around 1 nm pores, with contributions extending up to the micro-to-meso-pore transition (∼2 nm). However, physisorption efficiency declines with increasing pore size due to a lower surface area-to-volume ratio, consistent with experimental findings identifying micropores as optimal for H2 storage. Notably, the pore size threshold for effective physisorption (<2 nm) aligns with the lower limit for hydrate-based storage (>2 nm), enabling a dual-storage mechanism where micropores store H2via physisorption, while larger pores facilitate enclathration within a hydrate lattice, as shown in Fig. 18(a). The study also examined the influence of AC properties and external conditions on H2 hydrate stability, as shown in Fig. 18(b). While structural parameters had minimal impact on the critical pore size, increased oxygen content (RO) significantly enhanced hydrate stability by reducing surface hydrophobicity and lowering capillary pressure, allowing water retention in smaller pores. Further research is needed to determine the optimal oxygen concentration. Variations in AC density and curvature primarily affected pore distribution rather than hydrate formation. Lower defect density (Rdefect) produced flatter graphene aggregates, while higher density (ρ) reduced pore size, though neither directly influenced hydrate stability. Smaller fragment sizes (Sfragment) slightly improved stability due to higher relative oxygen content, with a doubling of Sfragment reducing oxygen content by 24% and increasing the critical pore size by ∼1 Å.
![]() | ||
| Fig. 18 (a) Distribution of H2 molecules in one representative H2 hydrate in activated carbon system, categorized by different storage mechanisms using a-shapes. H2 molecules are either enclathrated (inside a-shape of hydrate water molecules), in the intermediate layer (IML) (inside a-shape of non-hydrate water, representing a transitional state between free gas and hydrate encapsulation), or physisorbed (outside both a-shapes). (b) Fraction of water molecules in a hydrate phase as a function of pore diameter with varied conditions and AC properties. From left to right, the top row displays the effects of temperature, pressure, and AC oxygenation rate, here defined as the average fraction of OH terminal groups on carbon fragments relative to H terminal groups. Reproduced with permission from ref. 151. Copyright 2024, The Royal Society of Chemistry. | ||
Bai et al.269 showed that the addition of AC (model XZ-40, particle diameter 4 mm) reduced the induction time of THF hydrate formation and significantly increased H2 storage capacity. Under isothermal and constant volume experimental conditions, the average induction time without AC was 333 minutes, which decreased to 250 minutes with the addition of AC. Furthermore, across various pressure conditions, the addition of AC notably enhanced the H2 storage capacity of THF hydrate. At a pressure of 8.4 MPa, the H2 storage capacity increased from 0.0031 wt% to 0.0082 wt%, an improvement of 164.52%.
Prasad et al.278 demonstrated that using MWCNTs as a substrate for clathrate formation significantly accelerates the H2 adsorption rate, achieving approximately 1.5 wt% H2 capacity within 90 minutes at 10 MPa, 263 K. Such rapid adsorption kinetics highlight the high-efficiency adsorption properties of CNTs. Their nanoscale pore sizes (5–20 nm in this example) provides ideal channels for H2 molecules to penetrate the internal tubes, increasing the contact area between H2 and water molecules. Fig. 19(a) and (b) present the temporal evolution of clathrate hydrate concentration in the reactor bed, corresponding to single and double H2 occupancy in the hydrate cages. The observed concentration profiles closely follow H2 adsorption kinetics, exhibiting a steady increase until equilibrium is reached. Effective temperature regulation is essential for optimizing hydrate formation, ensuring uniform distribution and maximizing storage efficiency. Additionally, experimental findings by Zang et al.279 revealed that acid-treated CNTs exhibit enhanced surface activity due to the presence of –OH, –COOH, C–N, C–O groups, which promote hydrate nucleation and growth while increasing H2 adsorption. In the presence of THF as the promoter, CNTs were shown to stabilize H2 hydrate formation and maintain a high H2 storage capacity. However, the choice of CNTs' diameter plays a crucial role in H2 hydrate storage performance, as excessively large or small diameters can negatively affect the stability and efficiency of H2 storage.
![]() | ||
| Fig. 19 Simulation results showing concentration values of clathrate hydrate formed in reactor bed with the passage of time for (a) single, (b) double H2 occupancy in small clathrate cage at 10 MPa, 263 K. Reproduced with permission from ref. 278. Copyright 2023, Elsevier. | ||
Zhao et al.280 revealed that the pore size of CNTs can influence the formation of hydrate structures at the nanoscale by molecular dynamics simulations. Within SWCNTs of nanometer-sized diameter (1–1.3 nm), one-dimensional (Q1D) H2 hydrates were observed to form spontaneously near ambient temperature, as shown in Fig. 20(a). Unlike traditional three-dimensional hydrate cages, where H2 molecules are encapsulated within discrete clathrate structures,281 these Q1D hydrates feature H2 molecules arranged in molecular lines embedded within the continuous channels of one-dimensional water nanotubes. The hydrate molecular structure in nanotube structures varied depending on the diameter of the CNTs, producing configurations such as hexagonal and heptagonal shapes, with each structural unit accommodating 1–2 H2 molecules. The summaries with structures of Q1D H2 Hydrates, H2O/H2 molecular ratio, occupancies of H2 per polygonal prism, H2 weight percentage (wt%), and the collapse temperature of hydrates are shown in Table 5. The study that in the (15, 0) zigzag SWCNT, H2 molecules predominantly arrange into a hexagonal hydrate structure, where each hexagonal prism encapsulates a single H2 molecule. Similarly, the (16, 0) variant favors a heptagonal hydrate configuration, maintaining a one-to-one ratio of H2 molecules per heptagonal prism. In contrast, the (17, 0) zigzag SWCNT facilitates the formation of an octagonal H2 hydrate, with each pentagonal prism capable of accommodating either one or two H2 molecules, allowing for both single and double occupancy. These structural variations underscore the critical role of nanotube diameter in determining hydrate formation patterns and H2 storage efficiency. Notably, in hexagonal and heptagonal ice nanotubes, H2 exhibits a solid-like behavior, characterized by an extremely low axial diffusion constant (<5 × 10−10 cm2 s−1), as illustrated in Fig. 20(b–d). In contrast, within octagonal ice nanotubes, H2 behaves more like a liquid, with an axial diffusion constant approaching 10−5 cm2 s−1, as shown in Fig. 20(e–g). This distinction highlights the influence of nanotube geometry on H2 mobility, suggesting that structural confinement plays a crucial role in regulating H2 diffusion dynamics. This unique Q1D H2 hydrate structure offers new perspectives for the design and optimization of nanoporous materials in H2 storage applications, where the exquisite tuneability of pore sizes in CNTs can be exploited. CNTs not only enhance H2 storage capacity through physical adsorption but also enable more efficient and stable H2 storage by regulating the hydrate structure within the nanoscale channels. Despite strong evidence from calculations that CNTs favor the formation of H2 clathrate hydrates, experimental demonstration remains elusive. Further research is needed to bridge the gap between theoretical predictions and experimental validation, ensuring practical applications of CNTs-based materials in H2 storage technologies.
![]() | ||
| Fig. 20 (a) H2 enclathration in CNTs – transition from ice nanotube to quasi-1D H2 hydrate. Calculated mean square displacement (MSD) in the axial direction for H2 and water molecules in the center of Q1D H2 hydrates (b) 5-gonal hydrate, (c) 6-gonal hydrate, (d) 7-gonal hydrate, (e) 8-gonal hydrate (single), (f) 8-gonal hydrate (single/double), (g) 8-gonal hydrate (double) (formed in SWCNTs). Reproduced with permission from ref. 280. Copyright 2014, American Chemical Society. | ||
| SWCNTs diameter (nm) | H2 hydrate | H2O/H2 ratio | Occupancy | H2 (wt%) | T collapse (K) |
|---|---|---|---|---|---|
| a T collapse is the temperature at which 50% clathrate cages are collapsed, computed by heating the clathrates from 250 in 10 K temperature step (20 ns per temperature step). The initial configurations are the perfect hydrate structures to ignore effects of defects. | |||||
| 1.10 | 5-Gonal | 5 : 01 |
Single | 0.37 | 290 |
| 1.17 | 6-Gonal | 6 : 01 |
Single | 0.34 | 390 |
| Phase-separated | <6 : 1 |
Single | — | 390 | |
| 1.25 | 7-Gonal | 7 : 01 |
Single | 0.32 | 400 |
| Mixed 7-gonal/6-gonal | (6 : 1, 7 : 1) |
Single | (0.32, 0.33) | 400 | |
| 1.33 | 6-Gonal | 6 : 01 |
Single | 0.33 | 300 |
| 7-Gonal | 7 : 01 |
Single | 0.3 | 330 | |
| Mixed 8-gonal/7-gonal | (7 : 1, 8 : 1) |
Single | (0.29, 0.30) | 330 | |
| 8-Gonal | 8 : 01 |
Single | 0.29 | 330 | |
| 8-Gonal | (8 : 1, 8 : 2) |
Single/double | (0.29, 0.58) | 330 | |
| 8-Gonal | 8 : 2 |
Double | 0.58 | 410 | |
Zhao et al.286 proposed that two-dimensional H2 hydrates could form within graphene-confined environments through molecular dynamics simulations. Confined between two parallel graphene sheets, these hydrates exhibited unique bilayer structures, such as hexagonal crystals. Within graphene confinements of 9–11 Å, the formation efficiency of the bilayer hydrates was highest, demonstrating excellent thermodynamic stability. Each hexagonal cage in the bilayer structure accommodated one H2 molecule, resulting in a significantly higher H2 storage density compared to traditional three-dimensional hydrates.
Subsequently, Zhong et al.287 further analyzed the structure and thermodynamic stability of hydrates under graphene bilayer confinement using density functional theory (DFT) calculations. Fig. 21(a) presents the computed hydrate structures within graphene confinement, and results indicate that maintaining structural integrity becomes challenging below 8.0 Å due to spatial constraints. The study also proposed four types of bilayer H2 hydrate crystals (BLHH-I to BLHH-IV), as illustrated in Fig. 21(b–e), and investigated the dynamic stability of these crystals under varying temperatures. The results showed that within the temperature range of 213 K to 273 K, BLHH-I and BLHH-II exhibited the highest stability under graphene confinement. BLHH-I demonstrated an H2 storage capacity of up to 2.703 wt%, indicating its suitability for H2 storage applications over a wide temperature range. Additionally, a confinement spacing of 9 Å was identified as the optimal condition for hydrate formation.
![]() | ||
| Fig. 21 (a) Basic structures of two-dimensional H2 hydrates confined between two graphene sheets. Structures of two-dimensional H2 hydrates: (b) BLHH-I (4.6246) unit cell; (c) BLHH-II (2.46, 2.8248) unit cell; (d) BLHH-III (2.5245, 6.6246, 2.7247) unit cell; (e) BLHH-IV (4.5245, 4.6246, 2.8248). The water and H2 molecules are shown as a stick model, and the C atoms are shown as a ball and stick model, where the O atom, H atom and C atom are shown in red, white and black respectively. Reproduced with permission from ref. 287. Copyright 2020, The Royal Society of Chemistry. | ||
Using molecular dynamics calculations, Abbaspour et al.288 emphasized the role of graphene's high specific surface area and surface adsorption capability in enhancing the order and formation rate of hydrate crystals. In graphene-confined spaces, the adsorption energy was calculated to be −17.974 kcal mol−1, indicating that the capture of H2 molecules was a spontaneous process. Moreover, the interaction between water molecules and graphene was relatively weak, minimizing the risk of strong interactions disrupting the H2-bond network of water molecules. The orderly arrangement of water and H2 molecules, as illustrated in Fig. 22, increased the storage density of H2 molecules. Simulation experiments revealed that the bilayer hydrates exhibited the highest H2 storage density.
![]() | ||
| Fig. 22 (a) Ice, (b) H2 clathrate structures formed and (c) Snapshots of the side view of the formed H2-clathrate structures in graphene surface systems. The oxygen atoms are shown in red color, H2 atoms in white, and H2 molecules in blue. Reproduced with permission from ref. 288. Copyright 2024, The Royal Society of Chemistry. | ||
![]() | ||
Fig. 23 SEM image of (a) spherical MCF silica particles; (b) a single spherical MCF particle at higher magnification; (c) schematic cross section of the structure exhibited by MCF silica; (d) silanol groups ( Si–OH) on wall of MCF silica; (e) 3D cells and windows in MCF silica. Reproduced with permission from ref. 298. Copyright 2019, De Gruyter. | ||
Ciocarlan et al.44 and Kummamuru et al.45 both underscored the critical role of MCF silica materials in promoting the nanoscale confinement effect for H2 hydrate formation, leveraging their distinct pore structures and tunable surface properties, as summarized in Fig. 24. Despite their shared focus, the two studies employed different functionalization strategies. Ciocarlan et al. introduced phenethyl-functionalized surfaces to induce hydrophobicity on silica, reducing excessive water (D2O was used in these experiments) adhesion to silica walls and thereby enhancing hydrate formation. The findings demonstrated that nanoscale confinement reduced the pressure required for rapid H2 hydrate nucleation by at least 20% compared to bulk systems. Moreover, the material featured two H2 storage sites: clathrate cages and unmodified silica walls. Stability tests at 280 K and 0.1 MPa revealed that confined D2O–H2 clathrate hydrates, once formed, remained stable at temperatures up to 280 K, exceeding the freezing point of D2O, as shown in Fig. 25(a). In contrast, Kummamuru et al. focused on functionalizing MCF with THF-like groups to enhance hydrophobicity and optimize the local arrangement of water molecules. Their experiments showed that under conditions of 7 MPa and 262 K, functionalized MCF (f-1) achieved a water conversion rate of 39.78% and a H2 storage capacity of 0.52 wt%, as illustrated in Fig. 25(b).
![]() | ||
| Fig. 24 N2 sorption at 77 K and pore size distributions of MCF grafting (a) phenethyl groups (MCFPhene). Reproduced with permission from ref. 44. Copyright 2024, Springer Nature. (b) THF. Reproduced with permission from ref. 45. Copyright 2024, The Royal Society of Chemistry. | ||
![]() | ||
| Fig. 25 (a) Neutron diffraction data at different initial pressures and temperatures. Neutron diffraction of the MCFPhene-D2O–H2 system after in situ synthesis at different pressures and measured at 0.1 MPa and 5 K (left). Stability experiments for 165 MPa experiment, measured at 0.1 MPa (right). Reproduced with permission from ref. 44. Copyright 2024, Springer Nature. (b) H2 storage capacity in the THF-like functionalized MCF (f-1) porous material at three different temperatures with an initial pressure of 7 MPa. Reproduced with permission from ref. 45. Copyright 2024, The Royal Society of Chemistry. | ||
Watson et al.299 demonstrated that functionalized hollow ring periodic mesoporous organosilica (HRPMO) materials with uniform mesoporous structure (1.29–1.89 nm) and surface area (620–850 m2 g−1) provide ideal nanoscale confinement and increased gas–liquid interfacial contact. Surface functionalization with THF-like groups optimizes hydrophobicity and promotes structured H2 bonding, reducing Gibbs free energy barriers and accelerating hydrate nucleation, as shown in Fig. 26. The study demonstrated that while non-functionalized HRPMO facilitates binary H2–THF clathrate formation, the incorporation of surface-bound promoter agents significantly enhances both formation kinetics and storage capacity. Optimal promoter loading at 0.14 mmol per g THF solution (as shown in Fig. 27 of HR95-THF5-PMO) increased H2 storage capacity by 3% (to 0.26 wt%) at 7 MPa, 265 K and accelerated clathrate growth by 28%, highlighting the critical role of surface functionalization in optimizing solid-state H2 storage performance.
![]() | ||
| Fig. 26 Depiction of differences in clathrate formation in HRPMO (left, non-functionalization) versus HRx-THFy-PMO (right, functionalization with different THF solution loading) Reproduced with permission from ref. 299. Copyright 2023, The Royal Society of Chemistry. | ||
![]() | ||
| Fig. 27 Solid-state tuning effect on H2 storage capacity of THF-functionalized HRPMO materials at different temperatures, and different THF ratios. Reproduced with permission from ref. 299. Copyright 2024, The Authors. | ||
Firuznia et al.41 proposed a modified zeolite (Z3) based on four key characteristics: (1) it supports the formation of hydrates at the interface rather than in bulk; (2) optimized pore dimensions promote water molecule layering within the host material, increasing H2 absorption by 2–3 times; (3) the curved pore structure enhances the nucleation efficiency of hydrate particles; and (4) the tailored pore surface chemistry facilitates water molecule reorganization, forming double donor–double acceptor (DDAA) bonds that drive higher nucleation rates and improved H2 storage, making it an ideal host framework material for promoting H2 hydrate formation, as shown in Fig. 28. Experiments demonstrated that at 10 bar, the H2 storage capacity of H2–THF hydrate with Z3 reached 2.1 wt% in the 10 mol% THF solution, approaching the theoretical maximum of sII hydrates and significantly outperforming bulk water systems, with an over 200-fold increase in storage capacity, as shown in Fig. 29. Additionally, the nucleation rate of H2 hydrates improved by a factor of 10, achieving full saturation within 10 minutes. The hydrates also enabled rapid H2 release at ambient temperature without the need for high-energy conditions.
![]() | ||
| Fig. 28 (a) Schematic of a material platform for high-capacity H2 storage in which a powder of mesoporous zeolite Z3 with a pore diameter of 2.4 nm is placed at the bottom of the chamber. H2 gas (green) is stored in the form of H2 hydrate in the pores of Z3. (b) The role of pore diameter on H2 solubility compared to the bulk material. The ordering of water molecules in pores spanning 2–3 nm leads to approximately 2-fold enhancement of H2 solubility. (c) The role of concavity of pores with dimensions much smaller than critical nucleus size (∼6.82 nm) on shape function. A reduced value interfacial energy f(m, x) corresponds to a lower Gibbs energy barrier for hydrate nucleation (m = interfacial energy, x = interface geometry). (d) The role of pore size on the nucleation rate of H2 hydrates compared to the bulk medium, for different values of m. Reproduced with permission from ref. 41. Copyright 2023, Elsevier. | ||
![]() | ||
| Fig. 29 (a) H2 storage capacity of hydrates with various pore dimensions are compared with Z3 offering 2.1% storage capacity, which is the maximum capacity of the cubic H2 hydrate structure for 10 mol% THF solution. (b) H2 storage capacity of Z3 vs. bulk water and THF, suggesting that storage capacity can be boosted by more than 200 times by Z3 structures. Reprinted with permission from ref. 41. Copyright 2023, Elsevier. | ||
One major limitation of glass beads is their limited pore volume, which constrains the amount of H2 that can be stored. The bulk density of glass beads reduces the system's gravimetric efficiency, leading to relatively low H2 storage capacities. Furthermore, the inert nature and hydrophilic surface of glass beads limit their effectiveness in inducing heterogeneous nucleation, especially when compared to materials with tailored surface chemistry. It resulted in slower hydrate formation rates and lower storage efficiency under moderate pressure and temperature conditions.
Glass beads can moderately enhance the formation of H2 hydrates by providing a stable and increased surface area for gas–liquid interaction, improving mass transfer. Future research could focus on modifying the surface chemistry or combining glass beads with other porous materials to balance stability and storage performance.
![]() | ||
| Fig. 30 (a) Scanning electron microscopy (SEM) and (b) optical microscope images of PU foam showing the interconnected pores. Reproduced with permission from ref. 309. Copyright 2013, American Chemical Society. | ||
According to Talyzin et al.,310 the unique structural properties of PU foam, including its large pore size (200–300 µm) and excellent pore interconnectivity, provided an ideal gas–liquid interface and efficient transport pathways for hydrate formation. These features significantly improved the hydrate formation rate and H2 storage efficiency. For example, under 135 bar and 2 mol% THF conditions, the H2 storage capacity of the PU foam-supported system reached 0.2 wt%, far exceeding that of conventional bulk samples. However, H2 release from this system was relatively slow, attributed to the complex pore network structure, which caused gas bubble retention and hindered the rapid escape of H2. Additionally, the local pressure within the pores under high-pressure conditions further delayed gas release. The pore size of PU foam is significantly larger than the nano-scale ideal size, suggesting that its mechanism for promoting H2 hydrate formation may differ. Unlike the nano-confinement effect, which stabilizes hydrates and provides a quasi-high pressure environment, PU foam enhances nucleation and growth through its interconnected pore structure and excellent gas–liquid transport properties.
Su et al.224 were the first to apply this material for studying rapid and reversible H2 storage in clathrate hydrates, as shown in Fig. 31. The polyHIPE material featured an open-cell structure interconnected by pore windows, with a narrow pore size distribution centered at 9.1 µm and a BET surface area of 230 m2 g−1. Despite the material's highly hydrophobic nature, an aqueous solution containing 5.56 mol% THF exhibited sufficient wettability to form a supporting film within the interconnected pore structure. This enabled the utilization of its large interfacial area and short diffusion paths (approximately a few microns) to facilitate gas clathrate formation. A key characteristic of this material was its interconnected pore structure and extremely low bulk density (0.056 g cm−3), making it highly suitable for hydrate-based H2 storage applications. Results have shown that under conditions of 270 K and approximately 11.6 MPa, the time required for polyHIPE materials to encapsulate 90% of H2 was reduced from over 11 days in traditional bulk THF–H2O systems to just 60 minutes, achieving a more than 250-fold improvement in kinetics. Additionally, polyHIPE materials exhibited excellent stability across multiple freeze–thaw cycles, overcoming the significant performance degradation observed in conventional bulk or crushed hydrates after the first cycle. In terms of H2 storage performance, hydrate systems supported by polyHIPE materials achieved a storage capacity of 0.15–0.18 wt%.
![]() | ||
| Fig. 31 (a) SEM image and pore size distribution (inset) for macroporous polyHIPE (50 mm scale bar). (b) Schematic illustration of clathrate hydrate dispersed on the polyHIPE support. Reproduced with permission from ref. 224. Copyright 2008, WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim. | ||
![]() | ||
| Fig. 32 (a) Schematic illustration of clathrate hydrate dispersed within PSA gel particles. (b) Dry PSA, particle size <1000 µm. (c) Fresh THF–H2O hydrogel particles before exposure to H2. (d) THF–H2O hydrogel after five cycles of H2 enclathration and dissociation. Reproduced with permission from ref. 81. Copyright 2009, WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim. | ||
Lee et al.316 explored the effects of SAPs on H2 hydrate formation via two synthesis pathways: solution-borne and hydrate-borne. In the solution-borne method, the THF solution stabilized in the liquid phase was exposed to precooled H2 gas (12 MPa) to form hydrates, with THF acting as the reaction medium for direct contact with H2. In the hydrate-borne method, pure THF hydrates were first formed below 263 K as precursors, followed by the introduction of precooled 12 MPa H2 to form binary THF–H2 hydrates, as illustrated in Fig. 33. Results showed that at 5.56 mol% THF, the H2 storage capacity was higher for the hydrate-borne pathway (19.6 mmol H2 per mol H2O) compared to the solution-borne pathway (13.6 mmol H2 per mol H2O), indicating that optimizing the synthesis route significantly enhances SAP-supported H2 hydrates. Raman spectroscopy and X-ray powder diffraction (XRD) analyses, as shown in Fig. 34, revealed that SAP systems at 1.0 mol% and 5.56 mol% THF exhibited a substantial increase in the proportion of large-cage structures. This was attributed to the localized enrichment and uneven distribution of THF, which created regions favorable for large-cage formation. These THF-enriched zones enhanced the local H2-bond network among water molecules, significantly reducing the energy barrier for large-cage formation and preferentially capturing more H2 molecules.
![]() | ||
| Fig. 33 Schematic of (a) solution dispersing in SAPs and (b) two synthetic pathways of forming binary THF–H2 hydrates. Reproduced with permission from ref. 316. Copyright 2025, Elsevier. | ||
![]() | ||
| Fig. 34 Raman spectra of hydrate-borne and solution-borne binary THF–H2 hydrates with (a) 1.0 mol% of THF solutions and (b) 5.56 mol% of THF solutions. (c) Nuclear magnetic resonance (NMR) spectra of binary THF–H2 hydrates. (d) Temperature-dependent Raman spectra of hydrate-borne binary THF–H2 hydrates with 5.56 mol% of THF solutions. Reproduced with permission from ref. 316. Copyright 2025, Elsevier. | ||
In 2024, Carrillo-Carrión et al.43 reported the first example of the formation of H2 clathrates inside the cavities of a MOF. They designed a zirconium-porphyrin metal–organic framework (PCN-222) with micropores (1.7 nm) and mesopores (3.7 nm), ideal for sII hydrate crystal growth, as shown in Fig. 35. Its high specific surface area (1885 m2 g−1) and moderate hydrophilicity enhanced the uniform distribution of water molecules, promoting hydrate formation. Results showed that PCN-222 mesopores lowered the nucleation pressure to 1.35 kbar (compared to 2.0 kbar in a bulk system) and reduced water-to-hydrate conversion time to 30 minutes, as shown in Fig. 36. In Fig. 36(a), showing inelastic neutron scattering spectra, the band at 7.5–12 meV was attributed to the entrapment of H2 in clathrate cages, whereas on Fig. 36(b), the neutron diffraction pattern of hexagonal ice is replaced by that of H2 clathrate hydrates when hydrogen is introduced in the system. The mesopores provided a highly ordered environment, enabling rapid and stable sII hydrate formation, with significantly higher H2 storage capacity than bulk hydrate systems. Neutron scattering studies confirmed that mesopores were the primary sites for hydrate formation, while micropores played a minimal role due to spatial constraints, highlighting the size compatibility between PCN-222 mesopores and sII hydrates. A drawback highlighted in this study is the degradation of the structure of the MOF under the conditions of pressure and humidity required to induce the formation of hydrogen clathrate hydrates. Nevertheless, considering the wide variety of MOFs that can be designed, this demonstration paves the way to enabling their use for the formation of H2 clathrate hydrates.
![]() | ||
| Fig. 35 (a) Structure of PCN-222 viewed along the c-axis to show the two types of 1D open channels. PCN-222 is formed by tetrakis(4-carboxyphenyl)porphyrin (TCPP) linkers attached to four 8-connected Zr6 clusters (building units shown in circles). (b) SEM image of the as-prepared PCN-222 particles under microwave irradiation. (Inset) Histogram of the number distribution of the length of the particles as determined from SEM images; average length L = 188 ± 10 nm. (c) High-resolution TEM image of a PCN-222 particle, revealing the existence of highly oriented mesopores. (d) Powder XRD pattern of the PCN-222 nanoparticles, showing magnification within the range 2θ = 3°–12° (inset). (e) Dynamic light scattering (DLS) size distributions by intensity of the particles dispersed in methanol (n = 3, mean hydrodynamic length of Lb = 195 ± 3 nm). (f) Colloidal stability over time of the particles dispersed in either methanol or water, as determined by DLS. (g) Thermogravimetric analysis (TGA) and dynamic scanning calorimetry (DSC) curves of the PCN-222 recorded in a dynamic air atmosphere. Reproduced with permission from ref. 43. Copyright 2023, The Authors. | ||
![]() | ||
| Fig. 36 (a) Inelastic neutron scattering (INS) spectra, and (b) neutron diffraction (ND) patterns at 5 K for D2O impregnated PCN-222 after pressurization with H2 at three different pressures, 1.35 kbar, 1.65 kbar and 2.0 kbar. ND pattern in the absence of H2 as control is also shown. Reproduced with permission from ref. 43. Copyright 2023, The Authors. | ||
| Criteria | Porous materials (PMs) | ||||
|---|---|---|---|---|---|
| Carbon-based PMs | Inorganic PMs | Organic PMs | Hybrid PMs | ||
| Material properties | Nano-confinement | AC: micropores ∼2 nm with strong confinement | Zeolites: ∼2–3 nm with crystalline rigidity and shape selectivity | PU foam: large, tortuous structure (∼200–300 µm) | Precisely engineered micropores (1.7–3.7 nm) |
| SWCNTs: 1–20 nm channels for 1D growth | Silica: mesopores (150–500 Å) | PolyHIPE: open-cell foam (∼9 µm) | Well-matched to H2 molecule size | ||
| Graphene: ∼9–11 Å interlayer spacing supports 2D hydrate stabilization | Glass: weak/no confinement | SAPs: gel-like nanonetworks with strong confinement | Enable low-barrier nucleation | ||
| Contact area | AC: micropores provide internal contact surface; high surface area supports hydrate nucleation | Zeolites: 200–850 m2 g; small particle size increases dispersion | SAPs/polyHIPE: high contact area from porous gel networks | MOFs: extremely high surface area (e.g. PCN-222: 1885 m2 g−1). Uniform micropores provide consistent internal contact | |
| CNTs: 1–20 nm hollow cores + outer surfaces | Silica: moderate area | PU foam: moderate roughness and interconnectivity | |||
| Graphene: high SA | Glass beads: low surface area; used more for structure | ||||
| Surface characteristics | CNTs: nanorough surfaces enhance nucleation | Zeolites: tunable acidity + cavity chemistry | SAPs: polar gel network enhances gas uptake | Functionalized frameworks (–COOH, –OH) enhance hydrate nucleation | |
| AC: oxygen-rich groups aid gas interaction | Silica: can introduce –OH or THF-like groups | PolyHIPE: supports THF coating | Highly designable interface chemistry | ||
| Graphene: inert unless oxidized | Glass: unmodified glass is inert | PU foam: tortuous surface improves gas–solid interaction | |||
| Wettability | AC/graphene: hydrophobic unless oxidized | Zeolites: hydrophilic, support structured water layers | SAPs: highly hydrophilic; great water retention | Polarity-tuned frameworks balance hydration and gas access; prevent overflooding while maintaining nucleation | |
| CNTs tunable through oxidation, plasma, or silanization | Silica: tunable | PU & polyHIPE: adjustable wettability via chemical groups | |||
| Glass: poorly wettable unless coated | |||||
| Engineering operation conditions | Temperature | AC: Stable hydrate formation at >240 K | Zeolites & silica allow formation up to 280 K | SAPs: rapid formation at 270 K (≤6.5 min) | MOFs: hydrate formation at 280 K within 30 min. Thermally stable under repeated cycling |
| Graphene and CNTs also allow room T operation | Glass: requires higher T/P | PU: ∼270 K | |||
| PolyHIPE: THF system supports higher T | |||||
| Pressure | AC & CNTs reduce pressure requirement via enhanced nucleation kinetics (∼20–30%) | Zeolites lower formation pressure by ∼20% | SAPs: effective at 11.6 MPa | MOFs: Reduce pressure from 2.0 kbar to ∼1.35 kbar | |
| Silica: mild P. | PU foam: 135 bar | Suitable for mild condition systems | |||
| PolyHIPE: supports moderate pressure under THF presence | |||||
| Spatial layout | CNTs & graphene: directional transport pathways | Zeolites: need controlled particle size to avoid blockage | SAPs: gel-like uniform structure | Intrinsically ordered frameworks provide uniform diffusion | |
| AC: random porosity with good packing efficiency | Silica: open-pore structure | PU/polyHIPE: open-cell form enhances mass transport | Reduce local concentration gradients | ||
| Glass: used mainly as filler | |||||
| Water saturation | CNTs/AC: sensitive to flooding or underfilling | Zeolites: retain water well; promote structured layers | SAPs: superior water retention | Water retention stabilized by pore polarity | |
| Graphene needs oxidation to improve hydration uniformity | Silica: controllable | PU/polyHIPE: sensitive to overhydration, needs optimization | Avoids overflooding while maintaining active nucleation layers | ||
| Glass: poor unless hybridized | |||||
| Porous materials | Thermodynamics promotors | Pressure (MPa) | Temperature (K) | Induction time (min) | H2 storage capacity (wt%) | Ref. | |
|---|---|---|---|---|---|---|---|
| Carbon-based porous materials | PPAC | — | 135 | 280 K | <10 min | 4.1 | 39 |
| AC | THF | 8.4 | 274.2 | 250 | 0.0082 | 269 | |
| MWCNTs | THF | 10 | 263 | 90 | 1.5 | 278 | |
| SWNTs | THF | 16.5 | 273.7 | — | 0.37 | 279 | |
| SWCNTs | — | — | 260 | — | 0.37 | 280 | |
| Graphene BLHH-I | — | — | 213 | — | 2.703 | 287 | |
| Inorganic porous materials | MCFPhene | — | 135 | 280 | — | 3.2 | 44 |
| MCF (f-1) | THF | 7 | 262 | <10 min | 0.52 | 45 | |
| THF | 7 | 265 | <10 min | 0.21 | 45 | ||
| THF | 7 | 268 | <10 min | 0.16 | 45 | ||
| HRPMO | THF | 7 | 265 | 8 | 0.26 | 130 | |
| THF | 7 | 269 | 9 | 0.24 | 130 | ||
| THF | 7 | 273 | 16.5 | 0.22 | 130 | ||
| Zeolites | THF | 1 | 263 | — | 2.1 | 117 | |
| Glass beads | THF + SDS | 8.8 | 290 | 27 | — | 321 | |
| THF | — | 270 | — | 0.8 | 81 | ||
| Organic porous polymers | PU foam | THF | 13.5 | 273 | 800 | 0.2 | 71 |
| PolyHIPE | THF | 11.6 | 270 | 60 | 0.4 | 83 | |
| PSA | THF | 11.6 | 270 | 6.5 | 0.3 | 81 | |
| SAPs | THF | 12 | 274 | — | 0.219 | 316 | |
| Hybrid porous materials | MOFs PCN-222 | — | 135 | 280 | 30 | — | 43 |
Combined insights from Tables 6 and 7 indicate that MOFs offer well-balanced performance, combining tunable nanoconfinement, high surface area, and functionalized interfaces. They enable fast hydrate formation (∼30 min) under a moderate temperature. SAPs stand out for their rapid kinetics (<10 min) and competitive H2 storage (∼0.3 wt%) under mild pressures (11.6–12 MPa). CNTs and polyHIPE materials provide interconnected pathways and tunable wettability, supporting moderate storage and facilitating gas–liquid contact. Zeolites and PU foams offer reliable hydration stability under practical conditions. AC remains attractive for scalable and cost-effective system deployment. Silica-based materials are scalable and rigid but generally require surface modification to enhance performance.
Together, these qualitative and quantitative comparisons establish a practical and evidence-based basis for material screening and system design. By integrating performance metrics with mechanistic understanding, this review supports the rational development of porous-material-enabled, efficient, and operable hydrate-based hydrogen storage platforms.
Porous materials as heterogeneous promoters have demonstrated significant potential in enhancing the performance of hydrate-based H2 storage systems. As illustrated in Fig. 38, the influence of porous materials on hydrate formation spans across macroscopic, mesoscopic, and microscopic scales, each contributing uniquely to the efficiency and stability of H2 storage. At the macroscopic level, H2 hydrates primarily form in the interstitial voids between particles. These voids significantly impact gas–liquid distribution, mass transfer efficiency, and heat dissipation, which are critical for effective hydrate formation. At the mesoscopic level, H2 hydrates tend to nucleate on the surface of porous particles. Factors such as particle size, surface area, surface roughness, surface functionalization, and surface hydrophilicity or hydrophobicity play pivotal roles in enhancing nucleation rates, expanding contact surfaces, and improving thermal conductivity. At the microscopic level, H2 hydrates are confined within the pores of porous materials. Tailored pore size, pore shape, and inner surface wettability generate quasi-high-pressure conditions within confined spaces. This nano-confinement effect significantly promotes the nucleation and growth of hydrates under milder temperature and pressure conditions, thus stabilizing the hydrate structure and improving H2 storage efficiency.
Carbon-based materials such as AC, CNTs, and graphene offer high surface areas, superior conductivity, and enhanced mechanical properties, which collectively improve hydrate nucleation, growth kinetics, and H2 storage capacity. Inorganic porous materials, including zeolites, and silica gels, provide tunable pore structures, high thermal and chemical stability, and customizable surface chemistries, facilitating more efficient hydrate formation under milder conditions. Organic porous polymers like polyurethane foam and emulsion-templated polymers offer high porosity and adaptable structural designs, further contributing to improved gas storage capabilities. Hybrid porous materials like MOFs combine the advantages of inorganic and organic frameworks, offering highly tunable pore structures, large surface areas, and functionalized sites that enhance H2 storage, nucleation efficiency, and hydrate stability under controlled conditions.
The integration of these porous materials into hydrate systems effectively addresses the challenges of slow kinetics, high-pressure requirements, and limited storage capacities. The confinement effects within nanoporous structures, surface functionalization, and optimized wettability collectively enhance mass and heat transfer, lower induction times, and stabilize hydrate structures. Experimental and theoretical studies confirm that nanoscale confinement, tailored pore sizes, surface modifications, and wettability are key to promoting rapid and stable hydrate formation, leading to more efficient H2 storage.
Despite promising advancements, several challenges remain in realizing the full potential of porous materials for hydrate-based H2 storage. Future research should mainly focus on materials properties and engineering operations two aspects, as shown in Fig. 39: firstly, optimized nano-confinement by choosing nano scale porous materials with hierarchical porous structure can form quasi-high pressure and enhance hydrate stability. Optimize pore size and particle size to enlarge contact area and facilitate interaction and growth. Functionalized surfaces with oxygen-containing groups enhance nucleation and stability, while rough surfaces increase nucleation sites. Moderately hydrophobic materials ensure efficient gas–water contact while preventing excess water blockage. What's more, hybrid materials that integrate the advantages of carbon-based, inorganic, and polymeric materials could further improve performance by combining high surface area, stability, and flexibility. The selection and optimization of porous materials should be tailored to specific application needs, requiring precise structural, chemical, and wettability modifications for different material types to achieve optimal hydrate formation, stability, and H2 storage efficiency. Secondly, to ensure efficient and scalable H2 storage, external operational conditions must be carefully controlled, such as through optimizing formation conditions within practical ranges (∼240–270 K and <10 MPa) to enhance storage stability and efficiency. Selected materials should sustain hydrates under these conditions. Materials should be arranged to maximize pore connectivity and mass transfer efficiency. Structured configurations with well-interconnected pores minimizes mass transfer resistance and enhances gas–liquid interaction. An ideal optimal water saturation range is a trade-off between hydrate growth and pore accessibility and should be experimentally determined based on specific material properties and hydrate formation kinetics.
![]() | ||
| Fig. 39 Summary of key considerations for H2 hydrate storage: material properties and engineering operations optimization. | ||
For practical applications, the successful integration of optimized porous materials and engineered operating conditions into scalable H2 hydrate storage systems requires further research. Key factors such as energy efficiency, safety, and cost-effectiveness must be considered to enable real-world deployment. Materials with high mechanical stability, recyclability, and tunable structural properties will be prioritized to ensure durability under repeated hydrate formation–dissociation cycles. Additionally, system-level assessments, including thermal management, hydrate stability under dynamic conditions, and large-scale process feasibility, must be conducted. Advancing reactor design, hydrate formation kinetics, and efficient gas release strategies will be crucial for implementing H2 hydrate-based storage solutions in renewable energy grids, H2 fuel cells, and transportation applications, ultimately contributing to a sustainable H2 economy. Building upon these advances, hydrate-based hydrogen systems also show promise for integration into broader hydrogen infrastructures. By enabling low-energy, on-site storage under moderate conditions, they can buffer intermittencies in renewable H2 generation (e.g. from electrolysis), decouple supply and demand, and enhance grid resilience.325,326 Rather than replacing conventional storage methods, hydrate systems complement them, supporting a more flexible and scalable hydrogen supply chain. Furthermore, porous materials with catalytic functionalities (e.g. MOFs, functionalized carbons) open up multifunctional pathways,327,328 enabling hydrate composites to serve as both storage media and catalytic platforms for H2 release or downstream utilization such as hydrogenation or ammonia synthesis.21,329 From a broader perspective, co-locating hydrate dissociation with catalytic ammonia synthesis, though still conceptual, presents a compelling direction for safer, modular, and space-efficient green ammonia production in distributed energy systems.330,331 Realizing this vision will require deeper investigation into hydrate dissociation kinetics, catalytic integration, and system-level optimization. Recent developments in single-atom catalysts, multifunctional electrode architectures, and hydrate-compatible nanostructures provide a conceptual foundation for such integration,332–334 where storage media also act as reactive platforms for in situ H2 utilization, including electrochemical ammonia synthesis and fuel upgrading. While these system-level designs remain in early stages, they present promising directions toward compact, circular, and scalable energy platforms that unify solid-state storage with catalytic conversion. Ultimately, hydrate-based composites, synergistically combining tailored porosity, interfacial chemistry, and reactor-level engineering may contribute substantially to the flexibility, resilience, and sustainability of future clean energy systems.
| This journal is © The Royal Society of Chemistry 2025 |