Wuyi
Zhang
a,
Shiyuan
Yi
a,
Yihong
Yu
a,
Hui
Liu
bc,
Anthony
Kucernak
d,
Jun
Wu
*bc and
Song
Li
*ae
aKey Lab for Anisotropy and Texture of Materials (MoE), School of Materials Science and Engineering, Northeastern University, Shenyang, 110819, China. E-mail: lis@atm.neu.edu.cn
bSchool of Metallurgy and Environment, Central South University, Changsha, 410083, China. E-mail: wujun18229914766@163.com
cChinese National Engineering Research Center for Control and Treatment of Heavy Metal Pollution, Changsha, 410083, China
dMolecular Science Research Hub, Imperial College London, White City Campus, London, W12 7SL, UK
eInstitute for Frontier Technologies of Low-Carbon Steelmaking, Shenyang, 110819, China
First published on 27th November 2023
The oxygen reduction reaction (ORR) is widely employed at the cathode of next-generation energy devices such as fuel cells and metal–air batteries to accommodate electrons produced by anode reactions. The development of highly efficient and durable electrocatalysts for the ORR has been constrained by the involvement of multiple oxygen-containing intermediates and their scaling relations. Recently, dual-atom catalysts (DACs) supported on carbon materials have been intensively studied as ORR electrocatalysts due to their potential to precisely tune the adsorption/reactive performance of each metal site. In particular, Fe-based DACs exhibit outstanding ORR activities, holding great promise as substitutes for state-of-the-art Pt-based catalysts. However, the adjustment of the microenvironment of metal sites, loading density, scaling relation limitation, and excessively strong adsorption energy pose limitations on the practical applications of Fe-based DACs. To promote studies of Fe-based DACs, we summarize the current research status in this review by focusing on (1) the fundamental of the ORR and effects of Fe-based DACs, (2) common synthesis strategies of Fe-based DACs, and (3) ORR performance evaluations of Fe-based DACs. Additionally, this review provides our viewpoint on future directions and possible strategies to design catalysts for further optimization of the ORR.
Currently, Pt-based materials are identified as the benchmark ORR electrocatalyst to lower the overpotential and accelerate the ORR kinetics, but their large-scale applications are hindered by their high cost and low abundance.12–15 In recent decades, tremendous efforts have been devoted to engineering nonprecious metal catalysts as alternatives, including alloys and oxides of various nanostructures, molecular catalysts, and single-atom catalysts (SACs).16–19 Among these catalysts, SACs have attracted much attention due to the well-defined configuration of metal sites, nearly 100% metal utilization, and ease of tailoring coordination/electronic structures.20–22 Typical SACs with ORR activity are composed of transition metal atoms anchored on nitrogen-doped carbon (M–N/C, M = Fe, Co, Ni, etc.). As the ORR activities of M–N/C follow the order of Fe > Co > Ni,23–25 Fe–N–C SACs have been considered the most potential and effective substitutes for Pt-based catalysts. Although great activity has been achieved, an enormous difference in the onset potentials of the ORR and OER (oxygen evolution reaction) exists, which is widely attributed to scaling relation limitations (SRL), especially on the single active site. The detailed mechanism will be discussed in the following sections.
To extend the engineering space of active sites, dual atom catalysts (DACs), which contain bimetallic atoms in isolated active sites or contain two different metal monoatomic sites, have been constructed and investigated for the ORR. Fe-based DACs improve the intrinsic ORR activity by introducing a second adjacent metal atom to modulate the electronic structure of the original active site. A synergistic effect is therefore observed, which may change the adsorption pattern of oxygen-containing species to break the SRLs and exploit the activity of the OER, achieving bifunctionality to satisfy the requirements of relevant devices.
In the past five years, various Fe-based DACs have been successfully developed with high performance in the ORR and relevant electrochemical devices, including Fe–Co, Fe–Ni, Fe–Mn, Fe–Cu, and Fe–Fe. However, the mechanism of enhanced ORR activity in Fe-based DACs remains unclear.
Given the increasing research interests, it is essential to provide up-to-date progress on Fe-based DACs promptly. In this review, the ORR reaction principles and related electrochemical devices are first introduced. Then, the main synthetic strategies of Fe-based DACs are presented categorically. Finally, the current progress of Fe-based DACs and the research work on the basis of Fe-based DACs are summarized. Previous reviews in this area mainly discuss the effect of catalysing electrochemical reactions with DACs. We systematically and carefully compiled and reviewed the profiles and research works on ORR-containing electrochemical energy devices, the shortcomings of utilizing SACs and how to overcome them with DACs, as well as in situ characterization and recent work on the basis of Fe-based DACs. This comprehensive review will provide insights into the strength of Fe-based DACs and recommendations for their further design and optimization.
Cathodic reaction:
O2 + 4H+ + 4e− → 2H2O | (1) |
Anodic reaction:
2H2 → 4H+ + 4e− | (2) |
Overall reaction:
2H2 + O2 → 2H2O | (3) |
Meanwhile, metal–air batteries, especially Zn–air batteries (ZABs), have also been considered promising next-generation energy storage systems due to their long-term stability, environmental friendliness, and extremely high energy density (1350 W h kg−1, which is five times higher than that of lithium-ion batteries). ZABs are mainly composed of four parts: the air electrode, zinc electrode, electrolyte, and separator. During the discharge process, O2 is reduced at the air electrode, while the Zn electrode is oxidized (eqn (4)–(6)). During the charging process, ZnO is reduced to Zn, while the oxygen evolution reaction (OER) occurs at the air electrode (eqn (7)–(9)). However, ZABs still suffer from low energy conversion efficiency, poor long-cycle stability, and low charge/discharge cycle current density. Bifunctional catalysts are designed to drive both the ORR and the OER, leading to bidirectional operation of Zn–air batteries. Pt-based catalysts and Ir/Ru oxides have been regarded as the best-performing ORR and OER catalysts to achieve bifunction in Zn–air batteries, but their high cost and poor battery performance restrict their large-scale application. On the other hand, Fe-based SACs, as a promising alternative to Pt-based catalysts, were designed and optimized for the ORR. However, since the catalysts for the OER need to provide extra active sites to accelerate the reaction, Fe–N/C SACs were inadequate to meet these specific requirements for the OER due to the slow O–O coupling process, excessive adsorption of OER intermediates, and invalid desorption of the final product (O2) and hence cannot be used as excellent bifunctional catalysts for Zn–air batteries.
Recently, Fe-based DACs have been considered as promising materials to introduce extra OER active sites and modulate the OER activity of Fe sites to achieve bifunctional ORR/OER activity.22,30,31 For example, Sun et al. found that interaction between Fe and Ni atoms in DACs could help to produce a high ORR performance (E1/2 of 0.85 V) and a low OER overpotential of 467 mV at ∼10 mA cm−2. A combined theoretical investigation on the OER activity supported that the modulation of Ni atoms in the FeN3–NiN3 structure reduces the adsorption of OH* intermediates to lower the OER overpotential on Fe atoms.
Air electrodes (discharge):
4OH− → O2 + 2H2O + 4e− | (4) |
Zn electrode (discharge):
Zn + 2OH− → ZnO + H2O + 2e− | (5) |
The discharge process:
2Zn + O2 → 2ZnO (Eeq = 1.66 V vs. SHE) | (6) |
Air electrodes (charge):
O2 + 2H2O + 4e− → 4OH− | (7) |
Zn electrode (charge):
ZnO + H2O + 2e− → Zn + 2OH− | (8) |
The charge process:
2ZnO → 2Zn + O2 (Eeq = −1.66 V vs. SHE) | (9) |
Fig. 1 (a) Different modes of O2 adsorption on the catalyst surface. (b) Reaction pathways of the ORR. |
The ORR follows two different mechanisms of the multielectron transfer process: one is through the four-electron pathway to create H2O (eqn (10) and (13)), and the other is through the two-electron pathway to produce H2O2 (Fig. 1b), which can subsequently combine two electrons to produce H2O (eqn (11), (12), (14) and (15)).37–40 As the 4e− pathway exhibits high energy-conversion efficiency and the hydroxyl groups derived from H2O2 in the 2e− pathway can attack the PEMs, the direct 4e− pathway is more favorable for the ORR-related devices.
The 4e− pathway in alkaline electrolytes:
O2 + H2O + 4e− → 4OH−, E° = 0.40 V vs. SHE | (10) |
The 2e− pathway in alkaline electrolytes:
O2 + H2O + 2e− → OH− + HO2−, E° = 0.06 V vs. SHE | (11) |
HO2− + H2O + 2e− → 3OH−, E° = 0.86 V vs. SHE | (12) |
The 4e− pathway in acidic electrolytes:
O2 + 4H+ + 4e− → 2H2O, E° = 1.23 V vs. SHE | (13) |
The 2e− pathway in acidic electrolytes:
O2 + 2H+ + 2e− → H2O2, E° = 0.70 V vs. SHE | (14) |
H2O2 + 2H+ + 2e− → 2H2O, E° = 1.76 V vs. SHE | (15) |
The detailed reduction of the adsorbed O2* to H2O can be divided into three pathways: the dissociative pathway, the associative pathway, and the 2nd associative (peroxo) pathway (details shown in Fig. 1b).
2nd associative (peroxo) pathway:
O2* + H+ + e− → OOH* | (16) |
OOH* + H+ + e− → HOOH* | (17) |
HOOH* → OH* + OH* | (18) |
OH* + H+ + e− → H2O* | (19) |
In the 2nd associative (peroxo) pathway (Fig. 1b), the adsorbed O2 forms OOH* intermediates with H+ and electrons and there is further protonation of OOH* to HOOH*. Then, HOOH* breaks into 2 OH*. In the final step, OH* forms the final product H2O* with one H+ and one electron.
Dissociative pathway:
O2* → O* + O* | (20) |
O* + H+ + e− → OH* | (21) |
OH* + H+ + e− → H2O* | (22) |
In the dissociative pathway (Fig. 1b), the adsorbed oxygen molecules dissociate into O intermediates. Then, 2 O* intermediates form 2 OH* intermediates with 2 H+ and 2 electrons; finally, 2 OH* intermediates obtain two electrons to form the final product 2 H2O with 2 H+.
Associative pathway:
O2* + H+ + e− → OOH* | (23) |
OOH* → O* + OH* | (24) |
O* + H+ + e− → OH* | (25) |
OH* + H+ + e− → H2O* | (26) |
In the associative pathway (Fig. 1b), the adsorbed oxygen molecules do not dissociate but undergo protonation to form OOH* intermediates. The OOH* intermediates break down into O* intermediates and OH* intermediates. Then, the O* intermediates are protonated to OH*. In the final step, the OH* forms the final product H2O* with one H+ and one electron.
Even though Fe–N/C SACs are promising substitutes for Pt-based catalysts, Fe–N/C SACs contain only one metal center. Thus, the reactants or intermediates have to adsorb on the single site via O atoms without the synergy of neighboring sites, which leads to principal limitations known as the scaling relationship limit.41,42 In catalysis, the scaling relationship correlates the binding energies of various intermediates (Fig. 2a). In terms of ORR, this relationship describes the trade-off between the binding strength of different oxygen intermediates (e.g., O*, OH*, OOH*) to the catalyst surface. Fe-based SACs typically contain active sites with symmetric coordination environments, such as Fe–N4 centers. These sites have uniform binding strengths for different ORR intermediates. The scaling relationship can be described mathematically as ΔGOH* = aΔGO* + b, where ΔGOH* is the binding energy of OH*, ΔGO* is the binding energy of O*, and “a” and “b” are coefficients determined by the catalyst structure. The “a” coefficient represents the extent to which the changes in O* binding energy would affect the OH* binding energy. When “a” is fixed due to the symmetric nature of the active sites in Fe-based SACs, the corresponding scaling behavior makes it challenging to independently optimize the OH* binding without affecting the binding of the other two intermediates. Therefore, the scaling relation limits the optimization of Fe-based SACs for all intermediates.
Fig. 2 (a) Linear relationships among the adsorption free energy of intermediates for SACs. (b) Diagram of breaking the scaling relationship limit: from SACs to DACs41 (reproduced with permission from ref. 41 copyright 2022, ACS). (c) Configuration of MN4. (d) The adsorption energies of intermediates vary with changing M in the flat single-atom site model. (e) Configuration of M2N6. (f) The adsorption energies of intermediates vary with changing the second M in the flat dual-atom site model42 (reproduced with permission from ref. 42 copyright 2023, ACS). |
The M1–M2 configuration shows that the changing adsorption model can break the SRL (Fig. 2b). Taking the configuration of MN4 embedded in graphene as a model (Fig. 2c), the adsorption energies of OH* and OOH* (the vital intermediates in the ORR) would simultaneously and proportionally vary when changing the metal center (Fig. 2d). Thus, since the adsorption energies of reaction intermediates on individual metal sites are linearly correlated, the adsorption of all intermediates cannot be in the optimal state simultaneously, and the optimal reaction performance and the minimum theoretical overpotential cannot be obtained.41 By building the M2N6 model (Fig. 2e), it can be found that the combined variation of these metal sites can provide fine control of the adsorption energy, which could break the strong scaling relationship limit (Fig. 2f)42. From the aspect of the Sabatier principle, the active site should have a suitable binding energy to the reaction intermediate. However, Fe–N/C shows a strong M–O bond, which hinders the desorption of the final products. The introduction of the second metal provides different active sites and regulates the electronic structure of the Fe active site, thus effectively controlling the O2 adsorption strength and OO bond dissociation. Metal coupling in Fe-based DACs can lead to asymmetric charge distribution around the active site, thereby tuning the charge distribution and the adsorption/desorption properties of the intermediates.43,44 Yu et al. reported that adjacent Ni sites can modulate the electronic structure of Fe sites in DACs and further lower the energy barrier of the rate-determining step in the 4 e− ORR process based on DFT calculations. Accordingly, the prepared Fe–Ni DACs (FeNi SAs/NC) exhibited excellent ORR activity (E1/2 of 0.84 V vs. RHE and Eonset of 0.98 V vs. RHE).
Fig. 4 (a) Schematic diagram of bifunctional catalysis. Computational analysis of the IrFeN6 diatomic sites for the ORR and OER. Gibbs free-energy diagrams for (b) the ORR and (c) OER45 (reproduced with permission from ref. 45 copyright 2022, ACS). (d) Top view and side view of the initial structures after adsorption of OOH*, O*, and OH* on the FeCo–OH–NC model46 (reproduced with permission from ref. 46 copyright 2022, ACS). (e) Density of states for FeN4 + CuN4 and FeN4. (f) Electron density difference analysis of FeCu-SAC. (g) Electron density difference analysis of Fe-SAC. Density of states for FeN4 + CuN4 and FeN447 (reproduced with permission from ref. 47 copyright 2023, RSC). (h) The specific proportion of the chemical state of the Fe species in Fe, Zn–N–C49 (reproduced with permission from ref. 49 copyright 2023, Wiley). The proposed ORR mechanism on (i) Fe2–N6 moiety of Fe-DAs/NC and (j) Fe–N4 of Fe–SAs/NC51 (reproduced with permission from ref. 51 copyright 2023, Elsevier). (k) Scheme of the FeNx site and MnNx site cascade mechanism on Fe/Mnx–N–C52 (reproduced with permission from ref. 52 copyright 2021, Elsevier). |
Fig. 5 (a) Host–guest strategy: schematic illustration of the synthesis procedure for (Fe,Co)/CNT55 (reproduced with permission from ref. 55 copyright 2018, RSC). Template-assisted strategy: (b) schematic illustration of the synthesis procedure for FeCo-NSC56 (reproduced with permission from ref. 56 copyright 2022, Elsevier). (c) Schematic illustration of the formation process of FeCo–N–HCN from the FeCo oxide template57 (reproduced with permission from ref. 57 copyright 2021, Wiley). (d) Schematic of the synthesis procedure for the H–FeCo–NC catalyst from the PS sphere template58 (reproduced with permission from ref. 58 copyright 2022, Elsevier). Wet chemistry approach: (e) sol–gel method as a typical wet method to prepare Fe,Mn–N/C59 (reproduced with permission from ref. 59 copyright 2021, Nature Publishing Group). |
Fig. 6 (a) Preparation of (Fe,Co)/N–C. (b) TEM, (c) HAADF-STEM, and (d) HRTEM of (Fe,Co)/N–C. (e) Corresponding EELS mapping of Co, Fe, and N. (f) Magnified HAADF-STEM of (Fe,Co)/N–C, showing Fe–Co dual sites dominant in (Fe,Co)/N–C. (g) Corresponding intensity profiles obtained on the zoomed-in areas in panel E60 (reproduced with permission from ref. 60 copyright 2017, ACS). (h) Schematic illustration of the preparation of NCAG/Fe Cu carbon aerogels. (i) TEM and (j) STEM images of NCAG/Fe Cu. (k) The intensity profile and (l) EELS spectrum of the red box from figure (j). Inset to (l) is the zoom-in of the Cu signal. (m) TEM image and the corresponding elemental maps of NCAG/Fe Cu22 (reproduced with permission from ref. 22 copyright 2022, Wiley). |
However, the utilization of MOF precursors suffers from their high cost and sophisticated preparation. In addition to BMOFs, other host materials have also been explored. For example, He et al. synthesized carbon aerogels doped with Cu named NCAG/Cu through controllable biomass gel template pyrolysis, which can be used as host materials to anchor Fe ions.22 The prepared NCAG/Cu aerogels were then dispersed into gelatin with Fe(II)-phenanthroline and SiO2 nanoparticles. The mixture was then pyrolyzed for the second time, followed by HF etching to obtain Fe, Cu-codoped carbon aerogels (Fig. 6h). STEM exhibited small bright dual dots in the carbon aerogel, and the EELS results showed that the pair of dots consisted of an Fe atom and a Cu atom (Fig. 6i, j and m). Elemental mapping analysis confirmed the uniform dispersion of Fe and Cu atoms (Fig. 6k and l).
Fig. 7 (a) Aberration-corrected HAADF-STEM image and some bimetallic Fe/Mn sites are highlighted by larger red circles. (b) Fe,Mn/N–C structure analyzed by EELS. (c) The intensity profiles obtained on two bimetallic Fe–Mn sites. (d) Statistical Fe–Mn distance in the observed diatomic pairs. (e) HR-TEM of Fe,Mn/N–C, in which some lattice distortions are highlighted by red circles. (f) HAADF-STEM image of Mn, Fe/N–C with mappings of individual elements (C, N, Fe, and Mn). (g) Fe K-edge XANES and (h) Fourier transform EXAFS spectra of Fe,Mn/N–C and reference samples. (i) Mn K-edge XANES and (j) Fourier transform EXAFS spectra of Fe,Mn/N–C and reference samples59 (reproduced with permission from ref. 59 copyright 2021, Nature Publishing Group). (k) Synthetic diagram of the FeNi–N6 catalyst. (l) Fe K-edge fitting curves of FeNi–N6 and the structural model (insets) of FeNi–N6 (type I) and (m) FeNi–N6 (type II)62 (reproduced with permission from ref. 62 copyright 2020, ACS). |
Zhou et al. utilized a modified wet chemical carbonization method to synthesize N-coordinated Fe, Ni dual-doped carbon with outstanding ORR performance under acidic conditions (Fig. 7k).62 Zn(NO3)2·6H2O and 2-methylimidazole were first dissolved in methanol, and liquid silica containing FePc and NiPc was added when white suspensions appeared. Liquid silica can inhibit the aggregation of metals and increase porosity. After strong stirring and polymerization, the precursor is pyrolyzed under nitrogen to obtain the final FeNi–N6 species embedded on a porous carbon catalyst with atomic dispersion. Powder X-ray diffraction, N2 adsorption–desorption isotherms, and high-resolution TEM confirmed only characteristic carbon peaks, a high specific surface area, and the absence of metal nanoparticles, respectively. HAADF-STEM measurements showed the uniform dispersion of Fe and Ni in the carbon matrix with a dual dot form. The k3-weighted Fourier transformed EXAFS (R space) result revealed no signal of Fe–metal binding and Ni–metal binding in FeNi–N6. Their XANES revealed that each metal atom coordinates with four nitrogen atoms, two of which coordinate with Fe and Ni simultaneously (Fig. 7l and m).
Among these templates, silicon dioxide is the most commonly used hard template for preparing atomically dispersed catalysts due to its good thermal and chemical stability and ability to be etched by hot alkaline solutions and hydrofluoric acid. Wang et al. synthesized Fe/Co loaded nitrogen-doped hollow carbon sphere catalysts using dopamine as the C and N source, Fe(NO3)3·9H2O and Co(NO3)2·6H2O as the metal sources, and SiO2 spheres as the template.63 In this study, Fe3+/Co2+ ions were incorporated into polydopamine during dopamine polymerization on the surface of SiO2 spheres. After subsequent pyrolytic carbonization and removal of SiO2 by 10% HF, NHCS–FeCo was obtained. NHCS–FeCo exhibited a hollow carbon sphere structure with increased porosity and high specific surface area.
Li et al. first prepared porous CoFe2O4 hollow microspheres by a hydrothermal method, which can act as the template to prepare N-doped carbon nanocages and the metal source of Fe and Co (Fig. 5c).57 The pyrrole monomer was adsorbed on the CoFe2O4 surface as C and N sources. Then, HCl solution was added to dissolve the CoFe2O4 nanospheres to release Fe3+ and Co2+ ions. The difference in diffusion rate and chemical properties of Fe3+ and Co2+ ions (Fe3+ ions can trigger the polymerization of pyrrole monomers, while Co2+ ions cannot initiate polymerization) was used to selectively form polypyrrole nanocages on the surface of the nanospheres. In this case, the polypyrrole nanocage captures a small amount of Fe3+ and Co2+ ions as single-atom centers due to coordination with the N atoms in pyrrole. Finally, Fe and Co monotonically dispersed on N-doped carbon nanocages (FeCo–N–HCN) were obtained by controlled heat treatment in N2. TEM images exhibited an obvious carbon nanocage structure with a diameter of approximately 200 nm (Fig. 8a). HAADF-STEM images presented no concentrated bright particles but abundant bright dots with a distance of 0.5 nm between two adjacent metal atoms (Fig. 8b and c). Elemental mapping images indicated the uniform dispersion of Fe and Co atoms rather than a nanocrystalline structure (Fig. 8d and e). The HAADF-STEM measurement and corresponding tiny area of the 1 nm2 EELS spectrum of the catalyst showed adjacent Fe and Co atoms (Fig. 8f and g). The XAS results showed the absence of Fe–Fe and Co–Co signals, which were well fitted with the calculated models (Fig. 8h–m).
Fig. 8 (a) TEM images of FeCo–N–HCN. (b and c) Aberration-corrected HAADF-STEM images of FeCo–N–HCN. (d) Typical TEM image and corresponding mapping images of FeCo–N–HCN. (e) Combined STEM-EDS elemental distribution of Fe and Co; bimetallic single atoms are highlighted in green circles. (f) The selection of a 1 nm2 small area in FeCo–N–HCN and (g) the corresponding EELS spectrum. (h) Fe K-edge XANES spectra of Fe foil and FeCo–N–HCN. (i) Co K-edge XANES spectra of Co foil and FeCo–N–HCN. Fourier transformed (FT) k3-weighted χ(k)-function of the EXAFS spectra for (j) Fe K-edge in Fe foil and FeCo–N–HCN and (k) Co K-edge in Co foil and FeCo–N–HCN. (l) Corresponding Fe K-edge EXAFS fitting with Fe centered neighboring Fe–N4–C and Co–N4–C model and (m) Co K-edge EXAFS fitting with Co centered neighboring Fe–N4–C and Co–N4–C model57 (reproduced with permission from ref. 57 copyright 2021, Wiley). (n) Schematic illustration of the formation process of Fe/Mn–Nx–C hollow nanorods from the ZnO nanorod template52 (reproduced with permission from ref. 52 copyright 2021, Elsevier). |
In addition to SiO2, ZnO has also been studied as a hard template due to its ability to display abundant various-dimensional nanostructures. Chen et al. reported that Fe/Mn–Nx–C bimetallic sites with atomic dispersion inserted in N-doped carbon catalysts were prepared by the simple construction of ZnO@PDA-FeMn precursors after pyrolysis (Fig. 8n). ZnO nanorods were used as templates to fabricate Fe/Mn–N–C hollow nanorods. High-quality single-crystal ZnO nanorods were fabricated based on the directional attachment of previously formed quasispherical ZnO nanoparticles. At the same time, the adsorption between metal ions (Fe3+ and Mn2+ derived from FeCl3 and MnCl2) and polydopamine (PDA) can be precisely tuned for electronic affiliation. In the carbonization process of PDA, the already adsorbed metal ions are immobilized at the defects of graphitized carbon through the formation of a typical M–Nx–C. After removing the template ZnO by HCl, the obtained M–Nx–C hollow nanorod samples exhibited a well-defined hollow structure.52
Nguyen et al. prepared hollow Fe, Co, and N codoped carbon catalysts (H–FeCo–NC) using polystyrene spheres as a template. H–FeCo–NC was constructed by using polypyrrole (PPy)-coated polystyrene (PS) spheres as the core, while Zn, Co bimetallic-ZIFs (ZnCoBZIFs) were used as the shell of core–shell particles after carbonization. PS spheres of 200 nm diameter were generated by emulsion polymerization and subsequently decomposed in the carbonization stage to remove the template leaving the hollow structure, while pyrrole was utilized as the C and N source. ZnCoBZIFs were grown from 2-methylimidazole, Zn(NO3)2·6H2O and Co(NO3)2·6H2O on the surface of PPy-coated PS spheres. Iron(III) chloride hexahydrate was used as a source of Fe which can also catalyze the polymerization of PPy on PS spheres. H–FeCo–NC catalysts possessed a high specific surface area of 324.08 m2 g−1 and uniform Fe and Co site distribution.58
Apart from the hard template, Wu et al. demonstrated a soft template-oriented route for the interlayer-constrained construction of Fe–Co DACs.56 Two amphiphiles, perfluorotetradecanoic acid (PFTA) and stearic acid (SA), self-assembled into lamellar micelles to form two-dimensional soft templates. Fe and Co ions were restricted between the two-dimensional soft template layer and the subsequently introduced polypyrrole (PPy) layer. A polypyrrole (PPy) layer was then coated. After pyrolysis, Fe–Co DACs (denoted as Fe–Co-NSC) were prepared, while Fe and Co monoatoms were separated on the two-dimensional carbon nanosheets.
In summary, although there are various methods to construct Fe-based DACs, the following challenges still need to be solved.
(1) The commonly used MOF is expensive, and the synthesis method is cumbersome, which is not conducive to large-scale production.
(2) Current common synthesis methods usually involve pyrolysis processes that cause metal atoms to aggregate easily and make it difficult to maintain the diatom configuration, thus limiting atomic site loading.
(3) The addition of various templates has caused a couple of problems, including increased costs, template removal, and separation of templates from catalysts.
Fig. 9 (a) ORR polarization curves of isolated FeN4, planar-like Fe2N6 structure and Fe–N nanoparticle catalysts in O2-saturated 0.5 M H2SO4 solution. Pt/C tested in O2-saturated 0.1 M HClO4 was used as a reference. (b) Polarization and power density curves of isolated FeN4, planar-like Fe2N6 structure and Fe–N nanoparticle-based membrane electrode assemblies in PEMFCs. Cell temperature: 80 °C; relative humidity (RH): 100%; H2/O2: 200 kPa. (c) Schematic of the operando XAS setup combined with XAS measurement and a three-electrode half-cell. (d) Operando XANES spectra and (e) corresponding FTs of Fe K-edge EXAFS oscillations of planar-like Fe2N6 structure at different applied potentials in 0.5 M H2SO4. (f) Fe–Fe shell length calculated from operando EXAFS spectra. Inset: deductive oxygenated intermediate adsorption state on the planar-like Fe2N6 structure. (g) Fitted average oxidation state of Fe in the planar-like Fe2N6 structure according to operando XANES spectra. (h) Proposed ORR reaction pathways on the planar-like Fe2N6 structure. The balls in blue, pink, red, and white represent N, Fe, O, and H atoms, respectively64 (reproduced with permission from ref. 64 copyright 2020, Wiley). (i) LSV curves, (j) corresponding Eonset and E1/2. (k) Schematic illustration of the SCN− poisoning mechanism on the catalyst under the different microenvironments. (l) DFT-calculated adsorption free energies of *SCN on the graphitic N species with or without OH*. (m and n) The free energy diagram for the ORR on the graphitic N structure and biactive graphitic N–Fe2N5 structure. (o) The proposed mechanism for the ORR on the biactive graphitic N and Fe2N5 structure65 (reproduced with permission from ref. 65 copyright 2022, Wiley). |
Apart from the Fe2N6 structure, Wang et al. constructed an edge-adjacent Fe2N5 structure and graphitic N species as the biactive ORR sites supported on hollow carbon spheres (Fe-N-HCS-900) via a continuous two-step synthetic strategy. Fe-N-HCS-900 exhibited better ORR performance (Eonset of 1.04 V, E1/2 of 0.91 V in 0.1 M KOH) than the control sample (Fe-HCS-900 with an Eonset of 0.9 V and E1/2 of 0.72 V) (Fig. 9i and j).65 SCN− anions were used in poisoning experiments and confirmed that the edge-adjacent Fe2N5 structure and graphitic N species performed as the biactive ORR sites in Fe-N-HCS-900 (Fig. 9k). When using DFT calculations to study the influence of microenvironments on poisoning the graphitic N species and Fe2N5 structure, hydroxyl groups were found to protect graphitic N from SCN− due to the higher adsorption free energy of SCN− and showed no obvious influence on the adsorption of OH* (Fig. 9l). Fig. 9m and n illustrate the adsorption free energy of the two models constructed by DFT, showing that graphitic N and Fe2N5 sites exhibit a more favorable ORR performance. Based on poisoning experiments and DFT calculations, the ORR mechanism is revealed in Fig. 9o. In detail, it can be divided into 4 steps, in which * is regarded as the active site. Step 1: * + O2 + e− + H+ → OOH*; step 2: OOH* + e− + H+ → O* + H2O; step 3: O* + e− + H+ → OH*; step 4: OH* + e− + H+ → * + H2O.
Fig. 10 ORR (a) and OER (b) performance of Fe–NiNC-50 together with FeNiNC made via a codoping process and physically mixed FeNC + NiNC sample31 (reproduced with permission from ref. 31 copyright 2020, Elsevier). (c) ORR polarization curves of FeNi–N6, Fe–N4, Ni–N4, and 20 wt% Pt/C in 0.1 M HClO4 electrolyte at 1600 rpm. (d) H2/O2 PEMFC performance of FeNi–N6. (e) Free energy diagrams for the ORR on FeNi–N6 (type I), Fe–N4, and Fe2–N6. (f) Bader charge graph of O for Fe–N4 and FeNi–N6 (type I). (g) Bader charge graph of N, Fe, and Ni (internal graph) for FeNi–N6 (type I)62 (reproduced with permission from ref. 62 copyright 2020, ACS). The free energy diagrams at different electrode potentials for (h) Fe–N–C(OH), (i) Ni–N–C(OH) and (j) Fe/Ni–N–C(OH). (l) ORR overpotential, (m) OER overpotential and (n) ΔE for the bimetal catalyst and comparisons. LSV curves of Fe/Ni–N–C, Fe/Ni–N–C(NP), Ni–N–C, Fe–N–C and Pt/C (IrO2) for (k) the ORR and (o) OER in O2-saturated 0.1 M KOH solution44 (reproduced with permission from ref. 44 copyright 2021, Elsevier). |
In addition to Fe, Ni dual atoms with a binding structure, Fe, Ni dual atoms without metal binding were also investigated. Zhou et al. constructed a pair of Fe, Ni dual atoms anchored in porous N-doped carbon (named FeNi–N6) via a modified wet-chemistry carbonization method. FeNi–N6 exhibited better ORR activity (E1/2 is 28 mV larger than that of the control Fe–N4 sample) in HClO4 and excellent PEMFC performance (max power density ≈220 mW cm−2) (Fig. 10c and d). DFT calculations revealed the ambiguous structure of FeNi–N6 (type I: each metal atom is coordinated with four N atoms; type II: each metal atom is coordinated with three N atoms). The bimetallic structure in FeNiN6 is type I, as evidenced by the type I structure's predicted XANES's proximity to experimental spectra and its substantially lower calculated total energy (approximately 1.44 eV) than type II. The oxygen molecule is more favorably absorbed on the Fe atom in FeNiN6 (type I) than on the Ni atom, suggesting that the Fe atom is the active site for producing intermediates. FeNiN6 has the lowest absolute value of ΔG during the transition from OO to OOH*, which determines the overpotential of approximately 0.02 V which is lower than that of FeN4. The third step's ΔG of FeNiN6 is 0.47 eV, which is higher than FeN4's ΔG of 0.03 eV, indicating that FeNiN6 has stronger catalytic activity than FeN4 at this step (Fig. 10e). It can be observed that the entire FeNi–N6 structure is involved in the ORR and boosts the reaction activity by contrasting the Bader charge of O on FeNi–N6 and Fe–N4 at various stages of the ORR reaction and the fluctuation of the Bader charge of Fe, Ni, and N (Fig. 10f and g).62
In addition to Fe–Ni bonding, which affects the charge distribution on the reaction sites, the spin polarization of electrons has also received attention in the design of catalysts. A bifunctional catalyst with atomic pairs (Fe/Ni–N–C) for high-performance ORR and OER in 0.1 M KOH, reported by Li et al., had a minimal potential difference (ΔE = EOER − EORR = 1.552 V − 0.861 V) of 0.691 V, better than that of the Pt/C‖IrO2 system (Fig. 10h and i).44 Fe/Ni–N–C reached Eonset and E1/2 values of 1.005 V and 0.861 V in the ORR, respectively, better than those of the control samples. The researchers first predicted that the Fe–Ni diatomic active center had softened spin-polarized conduction electrons by DFT calculations. The active center Fe 3d in Fe–N–C is highly spin-polarized, and the metal in N–C exhibits paramagnetic properties with nearly zero spin magnetic moment. The spin coupling between the two metals weakened the degree of Fe 3d electron spin polarization by constructing Fe–Ni atomic pairs, which reduced the spin magnetic moment value from 1.88 μB to 1.48 μB. In the early stage of the ORR process, the spin polarization of the transition metals will produce a nonuniform heterodyne field that induces paramagnetic O2 molecules. Meanwhile, coupling with Ni 3d reduces the charge localization of Fe 3d. Hydroxyl modification can further enhance the charge nonlocalization of the active center and improve the charge transport ability. Additionally, the presence of conduction electrons will help to boost the charge transfer process between the catalyst and important reaction intermediates, which will benefit the catalytic activity. From DFT calculations, Fe/Ni–N–C shows superior bifunctional catalytic performance (ηORR = 0.22 V and ηOER = 0.43 V) with the self-binding of the OH ligand (Fig. 10j–o).
Long-range coupling allows the Fe and Ni sites, which are individually anchored with carbon, to modify their electronic structures and coordination environments. Atomically dispersed Fe and Ni in nitrogen-doped carbon (Fe/Ni-Nx/OC) with separated Fe–N4 and Ni–N4 sites were formed by combining the pyrolysis of templates with wet chemical metal ion impregnation. Due to the synergistic effects of the coexisting Fe–N4 and Ni–N4 sites, Fe/Ni–Nx/OC showed excellent ORR activity (E1/2 = 0.84 V in 0.1 M HClO4), outperforming Ni–Nx/OC (E1/2 = 0.505 V) and Fe–Nx/OC (E1/2 = 0.776 V).54
Fig. 11 (a) RDE polarization curves of samples in O2-saturated 0.1 KOH at a sweep rate of 10 mV s−1 and a rotation rate of 1600 rpm. (b) RDE polarization curves of (Fe,Co)/CNT before and after 10000 potential cycles ranging from 0.75 to 1.15 V (vs. RHE) in O2-saturated 0.1 M KOH. (c) Free energy diagram for the ORR on the Fe site of OH*-anchored (Fe,Co)/CNT at 0 V and 0.99 V. The energy profile also includes the 2e− pathway represented by dashed lines. C, N, Fe, Co, O and H atoms are presented by gray, blue, orange, green, red and white spheres, respectively. (d) Volcano plot of the ORR activity as a function of DGOH*, where Fe*, Co*, and Co–SAs represent Fe and Co sites on the OH*-anchored (Fe,Co)/CNT and the Co site on bare Co SAs/N–C, respectively. (e) Discharge polarization curves and the corresponding power density of Zn–air batteries with (Fe,Co)/CNT and Pt/C as cathode catalysts55 (reproduced with permission from ref. 55 copyright 2018, RSC). (f) ORR polarization curves with a scanning rate of 5 mV s−1 for the synthesized catalysts in 0.1 M HClO4 solution at 1600 rpm. (g) Polarization curves and corresponding power densities of membrane electrode assemblies fabricated with FeCoNx/C and Pt/C cathode catalysts. (h) Calculated M(II/III) (M = Fe or Co) redox potential of FeN4 (edge and in-plane sites), Fe2N5–OH, FeCoN5–OH (edge and in-plane sites), and CoN4, normalized with the Eredox of FeN4 at the edge66 (reproduced with permission from ref. 66 copyright 2019, ACS). (i) The calculated electron transfer number and H2O2 yield based on RRDE for FeCo–N–HCN. (j) LSV of Fe–N–HCN, Pt/C, and FeCo–N–HCN in 0.5 M H2SO4 at 1600 rpm. (k) Proposed mechanism for the ORR on the Fe–N4–C and Co–N4–C dual active centers. (l) Schematic energy profiles for the ORR pathway on different active sites in acid solution57 (reproduced with permission from ref. 57 copyright 2021, Wiley). |
Previous studies have indicated that M–N–C catalysts follow the Sabatier principle (suitable M–O bond strength contributes to better catalytic performance), while Fe–N–C catalysts exhibit excessive binding energy to O, hindering ORR performance. For this reason, Xiao et al. designed and constructed an FeCoN5 dual-atom site catalyst without metal bonds, where water spontaneously dissociates at the center to generate a new FeCoN5OH stabilization site, which can modulate the d-band energy of Fe and reduce the M–O binding energy. FeCoN5–OH exhibited excellent ORR performance with an Eonset of 1.02 V and E1/2 = 0.86 V in acidic media (Fig. 11f and g). Two adjacent metal atoms with a distance of 2.2–2.3 Å were confirmed by the bright paired dots in HAADF-STEM, and EELS spectra revealed that the Co and Fe atoms are located next to the N atoms (FeCoNx coordination). The combination of DFT calculations and in situ XANES confirmed that the Fe(III)/Fe(II) redox potential on this new active site was enhanced, demonstrating decreases in Fe–O binding energy and thus significant improvements in ORR performance (Fig. 11h).66
The FeCoN6 configuration demonstrated that the distinct vicinal structure can improve the electrochemical durability in ORR catalysis compared to the FeCoN5 configuration. Chen et al. constructed the dual-metal site catalyst FeCo–NC with the FeCoN6 configuration via pyrolysis of ZIF-8 containing Fe and Co.67 FeCo–NC demonstrated outstanding ORR activity with an E1/2 of 0.842 V in acidic electrolyte outperforming Fe–NC (E1/2 = 0.803 V) and exceptional durability with only an 11 mV decline in E1/2 in the 10000 cycle durability test. Fourier transform EXAFS curves indicated that metallic Fe–Fe and Co–Co scattering paths were not present. The electron density around the Fe center is increased by the vicinal effect of Co atoms on the Fe–N4 active site. Theoretical calculations suggest that the neighboring Co atoms improve ORR resistance and activity by preventing the formation of the *O(OH) intermediate and promoting *OH desorption from Fe–N4.
In addition to Fe–Co atomic pair types, M–N–C materials with adjacent single-atom dual-active centers have also been developed. Li et al. reported Fe–Co–N–HCN carbon nanocages with adjacent Fe–N4 and Co–N4 structures as dual active centers using a selective polymerization method.57 Electrochemical tests in 0.1 M KOH solution showed below 1.8% H2O2 yield and E1/2 of 0.86 V and Eonset of 0.98 V for FeCo–N–HCN, exceeding the commercial Pt/C (E1/2 = 0.85 V; Eonset = 1.03 V) and Fe–N-HCM (Eonset = 0.96 V; E1/2 = 0.76 V) (Fig. 11i and j). FeCo–N–HCN outperformed the Pt/C catalyst in Al–air batteries, displaying a maximum power density of 192.8 mW cm−2 at a current density of 368.1 mA cm−2. According to DFT calculations, the Fe–N4–C and Co–N4–C dual active centers first enhanced O2 splitting by activating the O–O bonds in the adsorbed O2. This prevented the generation of intermediate H2O2 and catalyzed the ORR through the 4 e− pathway. The ORR reaction energy barrier was significantly lowered by the dual active centers, which also facilitated the transfer of *OH intermediates from the strongly adsorbed Fe atomic centers to the Co atomic centers. This reduced the difficulty of desorption from the catalyst surface and lowered the overpotential (Fig. 11k and l).
Fig. 12 (a) ORR polarization curves of FeCu–NC, Fe–NC, Cu–NC, NC and 20% Pt/C in alkaline media. (b) Polarization curve and power density curve of FeCu–NC, Fe–NC and commercial Pt/C in H2–O2 HEMFC. Test conditions: anode loading 0.4 mg PtRu per cm2 (60% PtRu HISPEC10000), cathode loading: 1.0 mg cm−2, 5 cm2, 15 μm PAP-TP-85 membrane, 80 °C, 100% RH, 2.5 bar H2–O2 @ flow rate of 1.0–1.5 l min−1. (c) Configuration diagrams of FeN4, FeN4–CuN4-1, FeN4–CuN4-2 and FeN4–CuN4-3. (d) The free energy diagrams of FeN4 and FN4–CuN4-1, where the RDS denotes the rate-determining step. (e) The d-band changes of Fe and Cu between FeN4, CuN4 and FeN4–CuN4-1. (f) Suborbital PDOS of the Fe and O orbitals combined with the bonding state shown by COHP (removing the Fe dxy and dx2−y2 orbitals)69 (reproduced with permission from ref. 69 copyright 2022, Elsevier). (g) LSV curves of NCAG/Fe Cu, NCAG/Fe Fe and commercial Pt/C in 0.1 M KOH. (h) LSV curves of NCAG/Fe Cu, NCAG/Fe Fe and commercial Pt/C in 0.1 M HClO4. (i) LSV curves of NCAG/Fe Cu, NCAG/Fe Fe and commercial Pt/C in 1.0 M PBS. (j) Schematic illustration of the moderating effect of magnetic moment on ΔGOH* for the bimetal sites at the nanopore.22 (k) Discharge polarization and corresponding power density curves of a neutral/liquid Al–air battery assembled with NCAG/Fe Cu. (l) LSV polarization curves in O2-saturated 0.1 M KOH electrolyte. (m) In situ Raman spectra of Fe, Cu DAs-NC recorded at varied potentials in O2-saturated 0.1 M KOH electrolyte. (n) The corresponding 2D Raman intensity plot of voltage converted from (m). (o) The volcano plot of overpotential versus Ead-O2 for the different structures70 (reproduced with permission from ref. 70 copyright 2023, Elsevier). |
In addition to the modulated Fe d-band center, the magnetic moment of Fe could also be changed by Cu atoms. He et al. investigated the effect of a second metal atom on Fe–N/C using theoretical calculations. First-principles calculations revealed a positive linear correlation between the ORR key reaction step energy barrier and the magnetic moment of the Fe atom. DFT calculations showed that introducing Cu atoms could enhance the dz2 orbital of the Fe atoms with reverse spin, thus reducing the magnetic moment and the adiabatic step potential barrier of Fe (Fig. 12j). Subsequently, it was experimentally found that the magnetic moment of the Fe catalytic sites could be reduced by modifying Cu single atoms on Fe–N–C aerogel complexes (named NCAG/Fe–Cu). Thus, the ORR performance was significantly enhanced over a wide pH interval (0–14) (Fig. 12g–i). Neutral/solid Al–air cells and alkaline/solid Zn–air cells were assembled to achieve excellent open-circuit voltages of 2.00 V and 1.51 V and power densities of 130 mA cm−2 and 186 mA cm−2, respectively (Fig. 12k).22
Shi et al. reported a heterodiatomic catalyst decorated with N-bridged FeCu–N8 sites (Fe, Cu DAs-NC) with excellent ORR activity (E1/2 = 0.94 V in 0.1 M KOH) (Fig. 12l). Potential-dependent in situ Raman measurements were performed to monitor the structural changes of the intermediates on the Fe, Cu diatomic sites (Fig. 12m and n). At the initial state of 1.11 V, no obvious Raman peaks were observed because no reaction occurred. When the potential decreased to 1.01 V, two peaks appeared at 442 and 529 cm−1 attributed to CuII–OH and FeII–OH, respectively. When the potential was further shifted from 1.01 V to 0.51 V, the Raman peaks at 442 and 529 cm−1 became weaker, and two additional peaks at 613 and 364 cm−1 appeared, which were related to the CuI–O and FeIII–O oscillations, respectively, indicating that CuII/FeII was converted to CuI/FeIII during the ORR. In addition, the band observed at 802 cm−1 is characterized by O–M–O oscillations in Cu–O–Cu and Fe–O–Fe species, which implies that Fe and Cu species are the main active sites for the ORR. The new peak observed at 706 cm−1 belongs to the O–O stretching vibration of *OOH, the intensity of which increases as the potential shifts from 1.11 V to 0.51 V, indicating a large accumulation of oxygen intermediates. The peak centered at 991 cm−1 can be attributed to the OH deformation mode due to the production of OH. The volcano plot of overpotential versus Ead-O2 was obtained from DFT results, showing that the FeN4 sites in the N-bridged FeCu–N8 have the highest ORR activity within the lowest overpotential (Fig. 12o).70
The strategy of Fe spin state modulated by Mn atoms has also been utilized to design FeMn DACs. Yang et al. reported atomically dispersed Fe and Mn on N-doped carbon (Fe,Mn/N–C) via pyrolysis processes.59 Fe,Mn/N–C exhibited excellent ORR performance (E1/2 = 0.928 V in 0.1 M KOH, E1/2 = 0.804 V in 0.1 M HClO4) (Fig. 13a and b) with OER activity, resulting in a lower difference between the OER and ORR metrics (E1/2 − Ej=10) than Pt/C and RuO2 (Fig. 13c). Furthermore, the negligible difference between Ej=10 and E1/2 of Fe,Mn/N–C leads to superior durability comparing to commercial Pt/C and Zn–air battery performance with long-term stability (Fig. 13d and e). DFT calculations suggest that the adjacent Mn–N can activate the Fe(III) site effectively, enabling Fe(III) to achieve single electron filling (t42ge1g) in the FeN4 site, which is more favorable for electrons to enter the antibonding orbital of O. Meanwhile, Fe and Mn/N–C possess appropriate bond lengths and binding energies with oxygen intermediates, accelerating the reaction kinetics (Fig. 13f–h and k). The optimized atomic structures for the main process of the ORR reveal that Fe,Mn/N–C can adsorb O2 in Bridge mode and construct Mn–O–Fe, while Fe–N/C adsorbs O2 in Griffiths mode (Fig. 13i and j).
Fig. 13 (a) LSV curves of Fe, Mn/N–C, Fe/N–C, Mn/N–C and Pt/C catalysts in O2-saturated 0.1 M HClO4 solution. (b) LSV curves of Fe, Mn/N–C, Fe/N–C, Mn/N–C, and Pt/C catalysts in O2-saturated 0.1 M KOH solution. (c) LSV curves of Fe,Mn/N–C, commercial Pt/C, and RuO2 catalysts on an RDE in 0.10 M KOH, indicating the bifunctional activities toward both ORR and OER. (d) Polarization and power density curves of the primary Zn–air batteries of the Fe,Mn/N–C, Fe/N–C, Mn/N–C and Pt/C catalysts in O2-saturated 6 M KOH solution. (e) Galvanostatic discharge–charge cycling curve at 1 mA cm−2 for the all-solid-state rechargeable ZAB, applying bending strain (as depicted by the inset images) every 2 h. DFT calculations of the ORR activity on Fe,Mn/N–C and Fe/N–C catalysts: the optimized structure of (f) Fe/N–C and (g) Fe,Mn/N–C. (h) The pathways for Fe,Mn/N–C are summarized at U = 0 V, 0.72 V, and 1.23 V, respectively. Optimized atomic structures for the main process of an ORR: (i) Fe/N–C and (j) Fe,Mn/N–C. (k) pH-corrected free energy diagram of Fe,Mn/N6-1 59 (reproduced with permission from ref. 59 copyright 2021, Nature Publishing Group). |
Mn–O π donation and Fe–O π–π repulsion assist the adsorption of O2 and desorption of products. By a facile one-step strategy, Subhajit Sarkar et al. reported binary (Fe–Mn) active sites in Fe-, Mn-, and N-doped carbon with hierarchically porous nanostructures (Fe, Mn, N-FGC). Fe, Mn, and N-FGC outperformed the commercial Pt/C catalyst in ORR and rechargeable Zn–air batteries.53 In detail, Fe, Mn, N-FGC showed good ORR performance in alkaline media with an Eonset of 1.03 V and E1/2 of 0.89 V. The performance of the rechargeable Zn–air cell exhibited an open-circuit voltage of 1.41 V, a power density of 220 mW cm−2 at a current density of 260 mA cm−2, and a constant charge–discharge voltage at high current densities (Fig. 14a–c and f). The XANES curves exhibited a peak at approximately 2.25 Å, which is different from the Fe–Fe bond (2.30 Å) in the Fe foil and the Mn–Mn bond (2.32 Å) in the Mn foil, suggesting the presence of the Fe–Mn bond. Following the proposed mechanism of dioxygen adsorption on the bimetallic sites, 3C–2e bonds are created in the electrocatalytic reaction (Fig. 14d and e). The inner sphere electron transfer pathway, which includes Mn–O π donation and Fe–O π–π repulsion, is responsible for the transfer of electron density from the bimetallic center to the adsorbed O2 during bond formation. Consequently, π–π repulsion and π donation can be boosted when Fe2+ and Mn2+ are coupled. This assists in the adsorption of O2 on the bimetal active site and stabilizes the 3C–2e bond. Fe and Mn will return to their ground state and cancel the positive charges that have been produced on them as a result of electron donation. Due to this tendency, the bimetal–O2 connection can be easily broken, releasing the reduction products. By weakening the OO bond, the synergistic action of the Fe–Mn bimetallic core facilitates the ORR kinetics.
Fig. 14 (a) LSV curves of Fe,Mn,N-FGC (0.3:0.3:1:1), Fe,N-FGC, Mn,N-FGC, N-FGC, and FGC catalyst at 1600 rpm in O2-saturated 0.1 M KOH medium; scan rate 10 mV s−1. (b) Comparison plot of Eonset and E1/2 for the Fe,Mn,N-FGC (0.3:0.3:1:1) catalyst with literature and commercial Pt/C. CV response of Fe,Mn,N-FGC catalyst in Ar (argon) (black) and O2 saturated (red). (c) Comparison based on polarization and power density curves of the Zn–air battery with Fe,Mn,N-FGC, Fe,N-FGC, Mn,N-FGC, and Pt/C catalysts. (d) ORR mechanism on bimetal (Fe–Mn) in alkaline medium and (e) corresponding orbital representation of Fe–Mn coupling and O2 adsorption in Fe,Mn,N-FGC (0.3:0.3:1:1) catalyst. (f) Continuous charge–discharge cycle of the battery with the Fe,Mn,N-FGC cathode catalyst at 10 A g−1 for 770 min 53 (reproduced with permission from ref. 53 copyright 2020, ACS). |
Material | E onset | E 1/2 | Electrolyte | Maximum power density | Current density [mA cm−2] | Stability | Ref. |
---|---|---|---|---|---|---|---|
FeCo–NC | 0.982 V | 0.842 V | 0.1 M HClO4 | 800 mW cm−2 | ∼800 at 0.6 V | 100 h @ 400 mA cm−2 | 67 |
(Fe,Co)/N–C | 1.06 V | 0.863 V | 0.1 M HClO4 | 505 mW cm−2 | 550 at 0.6 V | 100 h @ 600 mA cm−2 | 60 |
FeCoNx/C | 1.02 V | 0.86 V | 0.1 M HClO4 | 819 mW cm−2 | ∼850 at 0.6 V | 5000 cycles CV | 66 |
FeCu–NC | 0.96 V | 0.882 V | 0.1 M KOH | 590 mW cm−2 | — | — | 69 |
Planar-like Fe2N6 | 0.84 V | 0.5 M H2SO4 | 845 mW cm−2 | 2112 at 0.4 V | — | 64 |
Material | E onset | E 1/2 | Overpotential (η10) | ΔE | Open-circuit voltage | Peak power density | Stability | Ref. |
---|---|---|---|---|---|---|---|---|
(Fe,Co)/CNT | 1.15 V | 0.954 V | — | — | 1.63 V | 260 mW cm−2 | 6.7 h @ 20 mA cm−2 | 55 |
NCAG/Fe Cu | 1.07 V | 0.94 V | 376 mV | 0.67 V | 1.51 V | 186 mW cm−2 | 800 cycles @ 5 mA cm−2 | 22 |
Cu@Fe–N–C | 1.01 V | 0.892 V | — | — | 1.48 V | 92 mW cm−2 | 50000 s @ 20 mA cm−2 | 68 |
FeMn-DSAC | 1.04 V | 0.922 V | 405 mV | 0.713 V | 1.45 V | 184 mW cm−2 | 80 h @ 2 mA cm−2 | 22 |
Fe, Mn–N/C | — | 0.904 V | — | — | 1.45 V | 140 mW cm−2 | 23000 s @ 20 mA cm−2 | 43 |
Fe,Mn,N-FGC | 1.03 V | 0.89 V | — | — | 1.41 V | 220 mW cm−2 | 770 min charge–discharge cycle | 53 |
Fe,Mn/N–C | — | 0.928 V | 285 mV | 0.692 V | 1.33 V | 160.8 mW cm−2 | 81 h @ 5 mA cm−2 | 59 |
Fe/Ni–N–C | 1.005 V | 0.861 V | 322 mV | 0.691 V | — | — | 720 min @ 5 mA cm−2 | 44 |
Fe–NiNC-50 | 1.0 V | 0.85 V | 340 mV | 0.73 V | 1.41 V | ∼220 mW cm−2 | 100 h charge discharge cycle | 31 |
Fe/Ni–Nx/OC | — | 0.938 V | — | — | 1.525 V | 148 mW cm−2 | 300 charge discharge cycle @ 20 mA cm−2 | 54 |
Fe-based DACs originate from the requirements of further improving the ORR performances of Fe-based SACs. However, Fe-based DACs should be considered as a transition stage and new direction rather than the final step of optimizing Fe-based catalysts. Apart from the above sections, various research works including Fe-based DACs have been developed and achieved, especially the following aspects.
Fig. 15 (a) Schematic diagram for the synthetic procedure of the Fe,CoZn9+9-NO/WC catalyst72 (reproduced with permission from ref. 72 copyright 2023, Elsevier). (b) FT-EXAFS fitting curves of Fe/Ni–NHCS at the Fe K-edge. (c) FT-EXAFS fitting curves of Fe/Ni–NHCS at the Ni K-edge. (d) The calculated number of unpaired electrons in the Fe-3d orbitals of Fe–NHCS and Fe/Ni–NHCS73 (reproduced with permission from ref. 73 copyright 2023, Elsevier). Calculated charge density differences for (e) Pla-S-FeN4/CoN4 and (f) Spa-S-FeN4/CoN4. (g) Model structures for calculations. (h) Proposed ORR mechanism on the Spa-S-FeN4/CoN4 site74 (reproduced with permission from ref. 74 copyright 2023, ACS). (i) Computational framework used to systematically study DMSCs for their catalytic activity toward ORR76 (reproduced with permission from ref. 76 copyright 2023, ACS). |
To further enhance the activity and durability of Fe-based DACs for practical applications, several perspectives are proposed as follows:
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