Open Access Article
Ya-Nan Guoa,
Xiao-Yan Zhua,
Zi-Qian Zhoua,
Liang Songa,
Xiao-Hong Xiongb,
Huan-Huan Suna,
Cheng-Xia Chena,
Ji-Jun Jiang
a,
Dieter Fenskeac,
Hong-Yan Chen
a,
Zhang-Wen Wei
*a and
Cheng-Yong Su
*a
aMOE Laboratory of Bioinorganic and Synthetic Chemistry, GBRCE for Functional Molecular Engineering, LIFM, IGCME, School of Chemistry, Sun Yat-Sen University, Guangzhou 510006, China. E-mail: cesscy@mail.sysu.edu.cn; weizhw3@mail.sysu.edu.cn
bDepartment of Chemistry and Chemical Engineering, Key Laboratory for Preparation and Application of Ordered Structural Materials of Guangdong Province, Shantou University, Shantou, 515063, China
cInstitute of Nanotechnology (INT), Karlsruhe Nano Micro Facility (KNMF), Karlsruhe Institute of Technology (KIT), 76344 Eggenstein-Leopoldshafen, Germany
First published on 20th February 2026
Efficient methane (CH4) purification is critical for the full utilization of clean natural gas in the petrochemical industry. Compared with conventional energy-intensive low-temperature distillation, adsorptive separation using porous metal–organic frameworks (MOFs) represents a more energy-efficient and high-performance alternative. Herein, we synthesized a series of layer-based Zn- and Zn/Cd-MOFs (LIFM-260–265) by regulating metal nodes and pillar ligands of different sizes to tailor their topologies and pore dimensions. Of these materials, the porous MOFs with pillar-layer structures (LIFM-263–265) enable simultaneous removal of ethane (C2H6) and propane (C3H8) from a CH4/C2H6/C3H8 ternary mixture. Among them, LIFM-265 delivers the highest productivity of high-purity (>99.8%) CH4 (7.92 mmol g−1) based on single breakthrough curve tests, outperforming its analogues LIFM-263 and LIFM-264. Theoretical simulations reveal that the optimal pore structures and aromatic surface environments of LIFM-263–265 promote favorable interactions with C2H6 and C3H8 molecules, thus enhancing selective adsorption of C2/C3 hydrocarbons. This work provides valuable insights for the rational design of pillar-layered MOFs for methane purification.
Currently, the industrial separation of mixed light hydrocarbons is primarily achieved through cryogenic distillation, often involving high energy consumption, expensive equipment, and harsh operating conditions.5,6 Therefore, there is a compelling need to explore an economical, efficient, and mild separation technology.7 The adsorption and separation technology based on porous adsorbents has attracted extensive attention due to its low energy consumption. Some traditional porous materials, such as activated carbon, zeolite, and clay have been developed for gas adsorption and separation.8–11 However, the adsorption capacity and separation selectivity of these adsorbents are not entirely satisfactory due to their limited pore space and uncontrollable pore surface functionality. Therefore, to meet the complex requirements of separation tasks, it is highly necessary to develop novel adsorbents that possess customizable structures and tunable surface properties for more efficient and environmentally friendly separation processes.12
Metal–organic frameworks (MOFs), as a class of porous materials, have shown significant potential in gas separation and purification, catalysis, drug delivery, and optical/electronic applications.13–17 These advantages stem from their well-organized pore structures, large surface areas, structural tunabilities, and pore space functionalities.18–21 A variety of MOFs, such as UiO-66,22 Fe-MOF-74,23 DMOF,24 and MIL-101,25 have been employed for methane purification. Among them, the simple, controllable pillar-layered MOF strategy, where planar layers are vertically connected via auxiliary ligands to form well-defined pillar-layered structures, has been proven to be an effective strategy to synthesize MOFs for light hydrocarbon separation.26–29 Notably, heterometallic secondary building units (SBUs) and stability enhancement for pillar-layer MOFs still require further research. To develop new SBUs, Hong, Chen et al. selected Zn and Cd ions (different sizes but similar coordination properties) as metal nodes, and rigid, directionally favorable 1,3,5-tris(4-carboxyphenyl)benzene (H3BTB) as the organic ligand.30 They constructed a novel 2-dimensional (2D) bilayer structure based on a heterometallic Zn2/Cd hourglass-shaped cluster (FJI-H16), and further introduced pillar ligands with varying sizes and flexibility (4,4′-bipyridine, BPY; trans-1,2-bis(4-pyridyl)ethane, BPE) to expand it into two new 3D frameworks (FJI-H17 and FJI-H18). These 3D frameworks allow tuning of pore size and flexibility, while exhibiting adjustable selective adsorption performance. Instead of traditional ditopic ligand, Cen, Li, Zhou et al. constructed a 2D layered structure using a tetrotopic ligand (tetra(4-carboxyphenyl)ethylene, H4TCPE) and Zn2+, which was further connected by linear BPY pillars to form a 2-fold interpenetrated 3D pillar-layered MOF (Zn-LC–C) with enhanced stability.31 They then substituted BPY with three unsaturated functional group-elongated ligands to synthesize a series of pillar-layer MOFs, improving the materials' porosity, specific surface area, adsorption capacity, and selectivity for C2H2. Wang et al. designed two interpenetrating pillar-layered MOFs (M-PTTB-BPY, M = Zn, Co) for efficient C2H6/C2H4 separation. The H4PTTB ligand (4,4′,4″,4‴-(pyrazine-2,3,5,6-tetrayl)tetrabenzoic acid) and M2-paddlewheel nodes form 2D layers, while BPY pillars control the interlayer spacing.32 By modifying the metal components, the interpenetration and pore properties of M-PTTB-BPY were fine-tuned, establishing a correlation with its effectiveness in adsorptive separation of C2H6/C2H4. These excellent studies have demonstrated the effectiveness of the pillar-layered MOF strategy and the impact of high-connectivity ligands, pillar regulation, and metal type modification on MOF structures and properties, which inspires our work to construct novel pillar-layered MOFs using tritopic ligands, tunable pillars, heterometallic Zn/Cd nodes, and interpenetrated frameworks.
In this work, we synthesized a series of layer-based MOFs (LIFM-260 to LIFM-265; LIFM stands for Lehn Institute of Functional Materials) with structures evolving from 2D nonporous networks to 3D porous pillar-layer frameworks. These MOFs, constructed from a methyl-modified ligand, 1,3,5-tris(4-carboxyphenyl)benzene (H3BTB-Me), and Zn/Cd metal nodes, demonstrate systematic structural progression through heterometallic doping and pillar ligand insertion, enabling precise control over dimensionality, topology, and porosity, with the aim of enhancing their adsorption and separation performance for simulated natural gas (C3H8/C2H6/CH4 mixtures) (Fig. 1). Single-component gas adsorption tests revealed that the three pillar-layer MOFs, LIFM-263–265, exhibited higher adsorption capacities for C3H8 and C2H6, while showing a lower adsorption capacity for CH4. Through isosteric heat of adsorption analysis, it is found that the interactions between C3H8/C2H6 and MOFs are stronger than those with CH4. Among them, LIFM-265 displayed the highest C3H8/CH4 and C2H6/CH4 selectivity. Breakthrough experimental results demonstrated that LIFM-265 exhibits the best separation performance for producing CH4 (purity >99.8%, yield 7.92 mmol g−1 in one cycle) from the ternary CH4/C2H6/C3H8 (85
:
10
:
5, v/v/v) mixture. Through grand canonical Monte Carlo (GCMC) simulations, we further identified potential adsorption sites for C3H8, C2H6, and CH4 that are situated near the metal nodes, as well as the key roles of C–H⋯O and C–H⋯π interactions between hydrocarbons and ligands. This study offers essential perspectives for the development of pillar-layered porous MOFs aimed at enhancing gas adsorption and separation technologies.
. The structure features a binuclear Zn2 node with the formula of Zn2(COO)3(NO3)(DEF)3 (Fig. 2b). The Zn1(II) and Zn2(II) cations are bridged by three carboxylates from three distinct BTB-Me ligands employing two syn–syn µ2-η1:η1 and one µ2-η2:η1 modes (Fig. S1 in the SI). These three modes simultaneously correspond to the three connection modes of each BTB-Me ligand.33,34 Zn1(II) exhibits an octahedral coordination mode and additionally coordinates to three DEF molecules via their carbonyl oxygen atoms, while Zn2(II) adopts a pseudo-trigonal-bipyramidal coordination mode, and it additionally coordinates with one nitrate as a terminal ligand (Fig. S2). These 3-connected Zn1 nodes and 3-connected BTB-Me ligands assemble into a 2D honeycomb-like hexagonal network with a typical hcb topology and regular hexagonal pores (Fig. 2c). Subsequently, each pair of 2D networks packs in an ABAB mode along the a-axis and intercalates their coordinated DEF molecules into each other's hexagonal pores, forming an intertwined bilayer 2D grid (Fig. 2d). This bilayer grid then packs closely in an AA stacking manner (Fig. 2e and f), resulting in a nonporous framework, as confirmed by PLATON calculation using a 1.8 Å radius probe.35
By reacting Zn(NO3)2·6H2O, Cd(NO3)2·4H2O and H3BTB-Me in a mixture of DEF and ethanol at 85 °C for 4 days, a colorless rod-shaped crystal LIFM-261 was prepared. Elemental mapping images (Fig. S8b) show that Zn and Cd are homogeneously distributed throughout LIFM-261. SCXRD analysis reveals that LIFM-261 is isostructural with LIFM-260, as evidenced by their very similar unit cell dimensions, identical triclinic P
space group, the same hcb topology, and nonporous nature (Fig. 2). Notably, LIFM-261 features a heterometallic node [ZnCd(COO)3(NO3)(DEF)3], which is isostructural with the homometallic node [Zn2(COO)3(NO3)(DEF)3] in LIFM-260, wherein a Cd(II) cation replaces the Zn(II) site that coordinates to DEF molecules (Fig. 2b and S3). This successful substitution demonstrates the feasibility of constructing isostructural MOFs via heterometallic exchange, preserving the overall network topology (Fig. 2c–f).
If the coordinated nitrate incorporated in (M2(COO)3(NO3)(DEF)3, M2 = Zn2 or Zn/Cd) nodes can be displaced by additional pillar ligands, such a layer structure of LIFM-260/261 can further extend into a 3D framework. At 85 °C, Zn(NO3)2·6H2O, H3BTB-Me and auxiliary ligands, namely trans-1,2-bis(4-pyridyl)ethane (BPE) (Fig. 3a) and 4,4′-bipyridine (BPY) (Fig. 4a), were reacted in a mixture of N,N-dimethylacetamide (DMAC) and water for 4 days, yielding rod-shaped crystals of LIFM-262 and LIFM-263. Elemental mapping images (Fig. S8c) show that Zn is homogeneously distributed throughout LIFM-262. SCXRD analysis indicates that LIFM-262 belongs to the monoclinic space group P21/n. It features a mononuclear Zn node, [Zn(COO)3(Py)] (where Py denotes a pyridine ring from BPE), in which each Zn(II) ion adopts a tetrahedral geometry, coordinated by three carboxylate oxygen atoms from different BTB-Me ligands and one nitrogen atom from a BPE ligand (Fig. 3b and S4). This coordination environment is analogous to that of the Zn site in the heterometallic node of LIFM-261, effectively formed by displacing the coordinated NO3− with the BPE pillar. Just as in LIFM-260/261, these 3-connected Zn nodes further link with 3-connected H3BTB-Me ligands to form a wavy 2D honeycomb-like hexagonal network extended along the bc plane (Fig. 3c and d). Since BPE is much longer than DEF, each 2D network can intercalate its BPEs along the a-axis into the hexagonal pores of upper two layers and lower two layers (Fig. 3d). These intercalated networks pack in an ABAB manner (viewed along the a-axis) to construct the MOF, which shares the same 2D network packing mode as LIFM-260/261 and features one type of 6.4 Å 1D channels along the a-axis; the total pore volume is 0.15 cm3 g−1 (calculated by PLATON with a 1.8 Å radius probe; Fig. 2f).
Elemental mapping images (Fig. S8d) show that Zn is homogeneously distributed throughout LIFM-263. SCXRD analysis reveals that LIFM-263 crystallizes in the triclinic P
space group. It features a pseudo-hourglass Zn3 node (Zn3(COO)6(H2O)(Py)2) linked to six BTB-Me and two BPY ligands, with two types of BTB-Me ligands (BTB-Me-1/2) each connecting three Zn3 nodes: namely, BTB-Me-1 links Zn1/Zn2, and BTB-Me-2 links Zn1/Zn3 (Fig. S5). The lower Zn2(II) is bridged to the middle Zn1(II) by two BTB-Me-1 in syn–syn µ2-η1:η1 mode and coordinates to one BTB-Me-1 in bidentate chelating mode, consistent with the three connection modes of BTB-Me-1 (Fig. 4b and S1). On the other hand, the upper Zn3(II) is bridged to Zn1(II) by one BTB-Me-2 in syn–anti µ2-η1:η1 mode, and each of these two Zn(II)s additionally coordinates to one more BTB-Me-2 in monodentate mode, corresponding to the three connection modes of the BTB-Me-2 ligand. Thus, Zn1 adopts a tetrahedral geometry. Besides BTB-Me ligands, Zn2 coordinates to one BPY (exhibiting a pseudo-square-pyramidal geometry) while Zn3 coordinates to one BPY and one water molecule (adopting a tetrahedral geometry). Zn3 nodes connect to three BTB-Me-1 ligands to form a lower layer and to three BTB-Me-2 ligands to form an upper layer, resulting in a 2D honeycomb-like hexagonal bilayer extended along the ab plane with the typical hcb topology, which is similar but not identical to the bilayer of LIFM-260/261 (Fig. 4c and d). These bilayers pack in AA mode (viewed along the c-axis) are further connected into a 3D subnetwork through BPY ligands along the c-axis, and two subnets interpenetrate to construct a 3D 2-fold interpenetrated pillar-layer structure with 5.2 Å 1D channels along the c-axis, representing the first successful example of our pillar-layer MOF design (Fig. 4d). Correspondingly, its theoretical total pore volume is calculated to be 0.38 cm3 g−1 by PLATON using a 1.8 Å radius probe. From the topological viewpoint, the Zn3 nodes are 8-connected nodes, while the BTB-Me ligands are 3-connected nodes. One subnetwork can be simplified as a 3,8-c 2-nodal net with stoichiometry (3-c)2(8-c) and the topological point symbol {43·624·8}{43}2, which is previously unreported (Fig. 4e).
The successful formation of Zn/Cd heterometallic nodes in LIFM-261 encouraged us to introduce Cd(II) into the LIFM-262 reaction system, yielding a colorless crystal named LIFM-264. Elemental mapping images (Fig. S8e) show that Zn and Cd are homogeneously distributed throughout LIFM-264. Notably, LIFM-264 is structurally more similar to LIFM-263 than to LIFM-262: both crystallize in the triclinic P
space group and feature a pseudo-hourglass M3 node (Zn2Cd(COO)6(H2O)(Py)2 for LIFM-264) linked to six BTB-Me and two BPE ligands (Fig. 5a). This heterometallic node incorporates two BTB-Me ligand types (BTB-Me-1/2), each connecting three Zn2Cd nodes—specifically, BTB-Me-1 links Cd1/Zn1, and BTB-Me-2 links Cd1/Zn2 (Fig. S6). The Zn2Cd node exhibits distinct coordination modes from those in LIFM-263. The lower Zn1(II) is bridged to the middle Cd1(II) via two BTB-Me-1 carboxylates (syn–syn µ2-η1:η1 and µ2-η2:η1 modes), and coordinates to one BTB-Me-1 carboxylate in bidentate chelating mode and one BPE ligand, forming a pseudo-octahedral geometry (Fig. S1). The upper Zn2(II) connects to Cd1(II) through three BTB-Me-2 carboxylates (syn–syn µ2-η1:η1 mode) and further coordinates to another BPE ligand, adopting a tetrahedral geometry. Cd1(II) additionally binds one water molecule, resulting in an octahedral coordination environment (Fig. 5a). Ignoring M3 node details, LIFM-264 shares the same network composition and topology as LIFM-263. Overall, each BTB-Me ligand acts as a 3-connected node connecting three Zn2Cd heterometallic nodes. Each Zn2Cd node functions as an 8-connected node, connecting three BTB-Me-1 ligands (lower layer) and three BTB-Me-2 ligands (upper layer) to form a 2D bilayer (along the ab plane; Fig. 5b), and is further linked by two BPE pillars (along the c-axis) to yield a 3D subnetwork. These subnetworks interpenetrate to form a 2-fold interpenetrated framework with 5.6 Å 1D channels along the c-axis and a theoretical total pore volume of 0.42 cm3 g−1 (PLATON calculation, 1.8 Å probe; Fig. 5c). Consistent with LIFM-263, it exhibits the unreported 3, 8-c 2-nodal topology (Fig. 4d).
As pure Zn nodes and BPY ligands did not produce a 3D pillar-layer framework in LIFM-263, while Zn/Cd heterometallic nodes and BPE ligands constructed a porous 3D pillar-layer framework in LIFM-264, the reaction conditions of LIFM-264 were used, except that BPE was replaced with BPY. As expected, a new Zn/Cd MOF named LIFM-265 was produced. Elemental mapping images (Fig. S8f) show that Zn and Cd are homogeneously distributed throughout LIFM-265. SCXRD analysis indicates that LIFM-265 belongs to the triclinic space group P21/n. Fig. 6a illustrates the geometries of the two types of mononuclear metal nodes (Cd1 and Cd4) and two types of binuclear heterometallic nodes (Zn1–Cd2 and Zn2–Cd3). Additionally, there are four types of BTB-Me and three types of BPY ligands, designated as BTB-Me-1/2/3/4 and BPY-1/2/3, respectively (Fig. S7). The seven-coordinate Cd1(II) exhibits a distorted pentagonal-bipyramidal geometry: three carboxylates (two from BTB-Me-1 and one from BTB-Me-3), all in a bidentate chelating mode, form a fan-like equatorial plane, while a nitrogen atom from a BPY-1 ligand occupies the axial position (along the rotation axis of the fan). The six-coordinate Cd4(II) possesses a similarly distorted square-bipyramidal geometry: three carboxylates form a pseudo-fan (two from BTB-Me-2/3 in bidentate chelating mode; one from BTB-Me-4 in monodentate mode), and the N atom of one BPY-2 occupies the axial position. For the Zn1–Cd2 heterometallic node, the two cations are bridged by two carboxylates (one from BTB-Me-1 and one from BTB-Me-2) via the syn–syn µ2-η1:η1 mode (Fig. S1). Zn1(II) is further coordinated to one carboxylate of BTB-Me-3 in bidentate chelating mode and one BPY-2 ligand, forming a distorted square-pyramidal coordination geometry. Cd2(II) is coordinated to three additional water molecules and one BPY-2 ligand, exhibiting an octahedral coordination geometry. The Zn2–Cd3 heterometallic node has a distinct structure: the two cations are bridged by two carboxylates (one from BTB-Me-2 in syn–syn µ2-η1:η1 mode and one from BTB-Me-4 in µ2-η2:η1 mode). Zn2(II) further coordinates to three water molecules—similar to Cd1(II)—forming a distorted square-pyramidal coordination geometry. In contrast, Cd3(II) coordinates to one BTB-Me-4 carboxylate in bidentate chelating mode and one BPY-3 ligand, forming a distorted square-bipyramidal coordination geometry. Overall, each BTB-Me ligand acts as a 3-connected node linking three metal nodes. Each metal node connects three BTB-Me ligands to form a 2D plane, which packs in an ABCDEABCDE mode, and is further linked into a 3D subnetwork by one BPY ligand (for Cd1, Cd4, and Zn2–Cd3 nodes) or two BPY ligands (for Zn1–Cd2 nodes), resulting in 4-connected or 5-connected nodes, respectively (Fig. 6). Finally, the 3D subnetworks interpenetrate in a 3-fold manner. Hence, LIFM-265 can be simplified to an unreported 3,3,3,3,4,4,4,5-c 8-nodal net with the stoichiometry (3-c)(3-c)(3-c)(3-c)(4-c)(4-c)(4-c)(5-c) and a topological point symbol of {63}4{65·8}{66}2{69·10} (Fig. 6). The 2D plane extends approximately along the bc plane with a slight tilt (ca. 15°) relative to it (Fig. 6). There is one type of 7 Å 1D channel along the a-axis, and the theoretical total pore volume is 0.25 cm3 g−1 (PLATON calculation with a 1.8 Å probe; Fig. 6).
N2 (77 K) adsorption measurements were conducted to assess the porosity of the six MOFs. As predicted by the total pore volume calculation of PLATON, LIFM-260–262 showed no porosity (Fig. 7a). Therefore, no further research will be conducted on them. In contrast, LIFM-263–265 exhibit type I microporous adsorption isotherms. The Brunauer–Emmett–Teller (BET) surface areas (SBET) and total pore volumes follow the order of LIFM-264 (1030 m2 g−1 and 0.43 cm3 g−1) > LIFM-265 (763 m2 g−1 and 0.31 cm3 g−1) > LIFM-263 (718 m2 g−1 and 0.30 cm3 g−1) (Table S4). This trend also matches the theoretical total pore volume calculated via PLATON, further demonstrating effective pore-nanospace modulation by introducing pillar ligands of different lengths. Pore sizes were determined from the peak positions in the pore size distributions (PSDs), calculated via the Quenched Solid Density Functional Theory (QSDFT) method based on the adsorption branch. The corresponding pore sizes are 0.57 and 0.72 nm for LIFM-263, 0.57, 0.72 nm, and 1.25 nm for LIFM-264, and 0.72 nm for LIFM-265 (Fig. 7b).
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| Fig. 7 (a) N2 adsorption isotherms of LIFM-260–265 at 77 K. Solid symbols: adsorption; open symbols: desorption. (b) Pore size distribution of LIFM-263–265 calculated from the QSDFT model. | ||
The isosteric heats of adsorption (Qst) for C2H6 and C3H8 were determined using the Clausius–Clapeyron equation based on the gas adsorption isotherms at 273 K, 283 K, and 298 K.37 As shown in Fig. 8d, the Qst values (at zero coverage) of C3H8 and C2H6 for LIFM-263–265 follow the sequence C3H8 > C2H6, indicating that the interactions between C3H8 and the MOFs were stronger than those between C2H6 and the frameworks. For LIFM-263, the experimental Qst value of C3H8 at near zero loading is 31.9 kJ mol−1, which is lower than those of LIFM-265 (34.8 kJ mol−1) and LIFM-264 (35.7 kJ mol−1). The experimental Qst values of C2H6 for LIFM-265 and LIFM-263 were 26.5 kJ mol−1 and 23.1 kJ mol−1, while the minimum Qst value of C2H6 with LIFM-264 was 23.0 kJ mol−1 at near zero loading. Comparison of the BET specific surface area, pore volume, C2H6/C3H8 adsorption capacities, and Qst values of the three MOFs reveals no obvious linear correlation between these physicochemical parameters and the target gas adsorption behaviors. This may be attributed to the synergistic effects of multiple structural factors (e.g., pore confinement, active site distribution, and molecular interaction types) on the adsorption process.
The ideal adsorption solution theory (IAST) model, combined with dual-site Langmuir–Freundlich (DSLF) fitting, was used to calculate the C2H6/CH4 and C3H8/CH4 selectivities at various mixing ratios (Fig. 8e, f, S37, S38 and Table S5).38 For the C2H6/CH4 (50
:
50, v/v) mixture, the IAST selectivities at 298 K and 1 bar follow a descending trend of LIFM-265 (22) > LIFM-264 (14) > LIFM-263 (13). In contrast, for the C2H6/CH4 (10
:
90, v/v) mixture under the same temperature and pressure conditions, the IAST selectivities show a different descending order: LIFM-265 (19) > LIFM-263 (15) > LIFM-264 (14). For C3H8/CH4 mixtures (both 5
:
95 and 50
:
50, v/v), the IAST selectivities exhibit a consistent descending trend of LIFM-265 (240/256) > LIFM-264 (140/95) > LIFM-263 (129/35), which is the same order of C2H6/CH4 (50
:
50) selectivities. Notably, the selectivities of LIFM-265 (with medium BET surface area and pore size) for C2H6/CH4 and C3H8/CH4 mixtures under ambient conditions (298 K, 1 bar) are all superior to those of LIFM-263/264, and also to the C2/C1 and C3/C1 selectivities (298 K, 50
:
50) of several previously reported MOF materials, such as ANPC-2-700 (14/163),39 FJI-H22 (12/145),40 JLU-Liu5 (18/108),41 JUC-100 (11/80),42 and MIL-101-Fe (15/25)43 (Table S5), further highlighting its potential for methane purification.
:
10
:
5, v/v/v) ternary mixture passed through a fixed-bed column at a flow rate of 5 mL min−1 (Fig. 9 & Table S6).
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Fig. 9 Transient breakthrough curves (a–c) of a CH4/C2H6/C3H8 (85 : 10 : 5, v/v/v) mixture for LIFM-263–265 and (d–f) their desorption curves. | ||
For all three MOFs, CH4 was first eluted, while C2H6 and C3H8 were retained in the fixed-bed column for a certain period before being sequentially eluted. The retention time of C2H6 is similar for LIFM-263 (20 min g−1) and LIFM-265 (22 min g−1), while that for LIFM-264 (15 min g−1) is shorter. In contrast, the retention time of C3H8 shows a decreasing trend of LIFM-263 (150 min g−1) > LIFM-265 (140 min g−1) > LIFM-264 (112 min g−1). Notably, the C2H6 capture capacity is highest for LIFM-265 (0.56 mmol g−1), followed by LIFM-263 (0.41 mmol g−1) and LIFM-264 (0.07 mmol g−1), in contrast to the C3H8 capture capacity, which is greatest for LIFM-263 (2.39 mmol g−1) > LIFM-265 (1.85 mmol g−1) > LIFM-264 (1.41 mmol g−1). Although the CH4 elution times are relatively similar, the high-purity CH4 yield of LIFM-265 (purity: >99.8%) is 7.92 mmol g−1, which is generally twice those of LIFM-263 (4.45 mmol g−1, purity: >99.7%) and LIFM-264 (3.37 mmol g−1, purity: >99.6%). This high yield is attributed to the strong concentration overshoot of CH4 (C/C0 > 1), where C2H6/C3H8 preferentially displace adsorbed CH4, increasing the recovery of high-purity CH4. Despite having the smallest surface area, pore volume, and single-component gas adsorption capacities, LIFM-265 exhibits the most outstanding separation performance, which is consistent with its IAST-predicted selectivity. This indicates that the pore confinement effect plays a significant role in the dynamic separation of the CH4/C2H6/C3H8 (85
:
10
:
5, v/v/v) ternary mixture—strengthening the competitive adsorption of C2H6/C3H8 and promoting the concentration overshoot of CH4. In contrast, LIFM-264 (with the largest pore diameter) exhibits the shortest C2/C3 retention times, the lowest high-purity CH4 yield (3.37 mmol g−1), and the lowest C3H8 capture capacity (1.41 mmol g−1). This may be attributed to its large pore diameter, which results in rapid breakthrough behavior. Multiple cyclic breakthrough tests were performed on the three MOFs, showing nearly identical gas retention times to those of the initial breakthrough curves, indicating excellent durability and recyclability (Fig. S39–S41).
The density distribution results for CH4/C2H6/C3H8 at 1 bar and 298 K in the three MOFs reveal that all gas molecules are predominantly situated in the 1D channels (Fig. S42 and S43), and for the same MOF, the gas density within the channels increases progressively with increasing gas molecular size—suggesting a gradual strengthening of the gas-framework interactions. Additionally, interconnections between the 1D channels are also observed for LIFM-263–264. The calculated C3H8 binding energies follow the order: LIFM-264 (39.1 kJ mol−1) > LIFM-265 (38.1 kJ mol−1) > LIFM-263 (36.2 kJ mol−1), which is consistent with the experimental Qst results. Additionally, the calculated C2H6 binding energies are highest for LIFM-265 (27.8 kJ mol−1), followed by LIFM-263 (26.6 kJ mol−1) and LIFM-264 (25.7 kJ mol−1), and this is also consistent with the Qst results (Table S7). Meanwhile, the binding energies of C2H6 and C3H8 are significantly higher than those of CH4 (15.2–18.0 kJ mol−1) for all three MOFs, which is consistent with the experimental findings that they can effectively separate C2–C3 light hydrocarbons from CH4 (Fig. 9). GCMC simulation results demonstrate that a CH4 molecule located at the primary adsorption site of LIFM-263 near the hourglass Zn3 node is bound to the O atoms of the carboxylate ligands via six C–H⋯O interactions (ranging from 2.79 to 3.86 Å; Fig. 10a). For C2H6, seven C–H⋯O interactions (2.87–3.95 Å) and three C–H⋯π interactions (3.05–3.70 Å)—derived from two Zn3 nodes—are observed, indicating more extensive interactions with the framework. C3H8 exhibits a similar binding mode, involving seven C–H⋯O interactions (3.04–3.97 Å) and two C–H⋯π interactions (3.47–3.80 Å). Similarly to LIFM-263, the gas molecules are all primarily adsorbed by the carboxylates and phenyl rings around the Zn centers of two hourglass Zn2Cd nodes in LIFM-264. A CH4 molecule is attracted via four C–H⋯O (2.83–3.75 Å) and three C–H⋯π (3.36–3.59 Å) interactions; C2H6 is bound via ten C–H⋯O (2.80–3.76 Å) and three C–H⋯π (3.08–3.71 Å) interactions, while C3H8 is bound via nine C–H⋯O (2.84–3.87 Å) and two C–H⋯π (2.96–3.00 Å) interactions—exhibiting more interactions with shorter distances and hence stronger attractions compared with those of CH4. The adsorption sites of LIFM-265 are analogous to those of LIFM-263 and LIFM-264, with interactions categorized into C–H⋯O and C–H⋯π types. Specifically, a CH4 molecule anchors at the primary adsorption site, which is surrounded by Cd1, Cd4, and Zn1–Cd2 nodes, via ten C–H⋯O (2.79–3.80 Å) and one C–H⋯π (3.41 Å) interaction; C2H6, located between Cd1 and Zn2–Cd3 nodes, forms stable binding through eight C–H⋯O (2.94–3.91 Å) and one C–H⋯π (3.21 Å) interaction; C3H8, surrounded by Cd1 and two Zn2–Cd3 nodes, achieves stronger adsorption via twelve C–H⋯O (2.81–3.87 Å) and two C–H⋯π (3.93–3.94 Å) interactions—characterized by a greater number of interactions relative to CH4, which translates to enhanced gas-framework attraction. Overall, the adsorption behaviors of CH4, C2H6, and C3H8 in LIFM-263–265 exhibit consistent core characteristics: their interaction types are uniformly categorized into C–H⋯O and C–H⋯π, with primary adsorption sites localized near the metal nodes (Zn3 for LIFM-263, Zn2Cd for LIFM-264, and Cd and ZnCd for LIFM-265) and adjacent carboxylates or phenyl rings. Across the three MOFs, a universal trend emerges wherein C2H6 and C3H8 form more interactions with the framework compared to CH4, translating to stronger gas–framework interactions. This consistency in adsorption interaction patterns—despite subtle differences in the number of interactions and specific bond length ranges among the three materials—highlights the structural rationality of the metal node–carboxylate/phenyl ring motif in regulating light hydrocarbon adsorption, laying a solid foundation for interpreting their gas separation performance.
Supplementary information (SI): materials and instrumentation, single crystal X-ray crystallography, PXRD patterns, TGAs, porosity characterization, calculations of Qst, breakthrough experiments, theoretical calculations, Tables S5 and S6, and further experimental details. See DOI: https://doi.org/10.1039/d6ta00133e.
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