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Review
. 2020 Jun 24;120(12):5582-5636.
doi: 10.1021/acs.chemrev.9b00638. Epub 2020 Apr 30.

Catalytic N2-to-NH3 (or -N2H4) Conversion by Well-Defined Molecular Coordination Complexes

Affiliations
Review

Catalytic N2-to-NH3 (or -N2H4) Conversion by Well-Defined Molecular Coordination Complexes

Matthew J Chalkley et al. Chem Rev. .

Abstract

Nitrogen fixation, the six-electron/six-proton reduction of N2, to give NH3, is one of the most challenging and important chemical transformations. Notwithstanding the barriers associated with this reaction, significant progress has been made in developing molecular complexes that reduce N2 into its bioavailable form, NH3. This progress is driven by the dual aims of better understanding biological nitrogenases and improving upon industrial nitrogen fixation. In this review, we highlight both mechanistic understanding of nitrogen fixation that has been developed, as well as advances in yields, efficiencies, and rates that make molecular alternatives to nitrogen fixation increasingly appealing. We begin with a historical discussion of N2 functionalization chemistry that traverses a timeline of events leading up to the discovery of the first bona fide molecular catalyst system and follow with a comprehensive overview of d-block compounds that have been targeted as catalysts up to and including 2019. We end with a summary of lessons learned from this significant research effort and last offer a discussion of key remaining challenges in the field.

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Conflict of interest statement

The authors declare no competing financial interest.

Figures

Figure 1.
Figure 1.
X-ray structure of the FeMo-cofactor active site in the MoFe protein (PDB: 1M1N); blue = N, red = O, yellow = S, brown = Fe, gray = C, purple = Mo.
Figure 2.
Figure 2.
Timeline (1930 to present) of selected advances in nitrogen fixation catalysis by synthetically well-defined complexes.,,–
Figure 3.
Figure 3.
Protonation of M(cis-N2)2(PMe2Ph)4 and M(NxHy); M = Mo or W.
Figure 4.
Figure 4.
Scheme demonstrating the distal (or Chatt) cycle for nitrogen fixation. In the modern literature, this cycle is also sometimes referred to as the Schrock cycle. Ligands on molybdenum are omitted for clarity.
Figure 5.
Figure 5.
An alternative to the Chatt pathway that can account for productive NH3 formation.
Figure 6.
Figure 6.
Protonation of the hydrazido(2−) complex, (Cp*)W(Me)3(NNH2), can initially occur at Nα or Nβ, but ultimately gives [(Cp*)W(Me)3(η2-NHNH2)]+—a reversible process in the presence of NEt3. It remains unclear whether protonation occurs at the η1- or η2-form of the hydrazido(2−) species.
Figure 7.
Figure 7.
N2 splitting by a Mo tris(anilide) complex; an alternative pathway to the formation of ammonia from μ-N2 complexes.
Figure 8.
Figure 8.
(Top) Reactions of a Mo triamidoamine complex having C6F5 anilido groups provided access to complexes of potential relevance to N2RR; (bottom) reaction of an analogous Mo complex with TMS anilido groups with FeCl2 afforded a μ3-Fe bridging via N2 to three triamidoamine Mo centers.
Figure 9.
Figure 9.
Synthesis of alkylated Mo diazenido and hydrazido complexes en route to a Mo nitride compound in a triamidoamine Mo complex with Ar = 3,5-Ph2C6H3 or 3,5-(4-tBuC6H4)2C6H3 ligands.
Figure 10.
Figure 10.
Synthesis of a series of monometallic molybdenum NxHy complexes on 3,5-(2,4,6-iPr3C6H2)2C6H3 (HIPT) ligated Mo; [Mo] = (HIPTN3N)Mo.
Figure 11.
Figure 11.
(Top) Protonation reactions of (HIPTN3N)Mo(L) (L = CO or N2). For the CO analogue, pulse EPR (ENDOR) data indicated protonation at an amido arm; for N2, the site of protonation remains unknown; (middle) protonation/reduction reactions of the L = N2 and N analogues gave rise to [Mo]-NNH and [Mo]-NH3+; (bottom) reduction of [[Mo]-NH3]+ under N2 gives [Mo]-N2 in ~10% yield; [Mo] = (HIPTN3N)Mo.
Figure 12.
Figure 12.
Catalytic N2RR cycle depicting (HIPTN3N)Mo intermediates and their efficacy as (pre)catalysts for N2RR using [LutH]BArF4 (48 equiv) and Cp*2Cr (36 equiv); [Mo] = (HIPTN3N)Mo., Characterized compounds are shown in purple and unobserved complexes in gray.
Figure 13.
Figure 13.
(Top) [Mo]-NNH and [LutH]+ are in equilibrium with [Mo]-NNH2+ and Lut (Keq = 1.6); (bottom) protonation of [Mo]N gives a mixture of the starting material and [Mo]NH+, which upon reduction, decayed to give [Mo]N and [Mo]-NH2; [Mo] = (HIPTN3N)Mo.
Figure 14.
Figure 14.
Use of an alkylating agent provided access to neutral [Mo]-NNEt2 and [Mo]-NEt; these species serve as structural analogues of the highly reactive R = H variants; [Mo] = (HIPTN3N)Mo.,
Figure 15.
Figure 15.
β-H elimination from the diazenido derivative, [Mo]–NNH, generated [Mo]–H; [Mo] = (HIPTN3N)Mo.
Figure 16.
Figure 16.
Generation of [Mo]–H2 and a plausible decay pathway involving intramolecular deprotonation to a terminal (HIPTN3NH)Mo(H) species; [Mo] = (HIPTN3N)Mo.
Figure 17.
Figure 17.
Reproduced with permission from ref . Copyright 2015 American Chemical Society. Red: Gibbs free enthalpy ΔG° scheme of the Schrock cycle calculated with the B3LYP functional and the def2-TZVP basis set including solvent correction. Gray: calculations by Studt et al.
Figure 18.
Figure 18.
(Left) A depiction of a hydrogen bonded complex between (HIPTN3N)Mo(N2) and [LutH]+ identified in a “one-pot” calculation; (right) a depiction of a crystallographically characterized hydrogen bonded complex between (Ar2N3)Mo(N) (Ar = 2,6-diisopropylphenyl) and [LutH]+.
Figure 19.
Figure 19.
A survey of second generation complexes tested for N2RR by Schrock and co-workers. Reported yields were found using the optimized conditions for the original catalytic result: [LutH]+ (48 equiv), Cp*2Cr (36 equiv), heptane, room temperature.
Figure 20.
Figure 20.
A calix[6]azacryptand ligand designed by the Schrock group aimed at protecting the reactive Mo active site for use in N2RR.
Figure 21.
Figure 21.
Synthesis of candidate NxHy intermediates on (HIPTN3N) W relevant to N2 fixation. Note: this system produces only stoichiometric yields of NH3 (1.3−1.5 equiv).
Figure 22.
Figure 22.
Synthesis of (HIPTN3N)Cr(N) and (HIPTN3N)V(NH) and their reductive protonation to give 0.8 and 0.76 equiv of NH3, respectively. These results demonstrate that catalytic N2RR is not accessible with these species, but downstream functionalization reactions are productive.,
Figure 23.
Figure 23.
A diamido(pyridine) pincer ligand used by the Schrock group for Mo-catalyzed N2RR, Ar = 2,6-diisopropylphenyl.
Figure 24.
Figure 24.
Reaction of (Ar2N3)Mo(N)(OtBu) with [H2NPh2]+ results in protonation of a Mo-Nanilido arm whose product is shown to the right and use of [LutH]+ results in hydrogen-bond formation with the nitride shown on the left. Following reduction, each of these complexes releases H2 to provide the starting material shown in the center.
Figure 25.
Figure 25.
Nishibayashi’s first generation, [(PNP)Mo(N2)2]2}(μ-N2) N2RR catalyst. In these reactions, Cp2Co was added via syringe pump and the acid counterion had a marked effect on the performance. Protonation of [(PNP)Mo(N2)2]2}(μ-N2) using [HOEt2]BF4 provided a hydrazido(2−) Mo complex.
Figure 26.
Figure 26.
Protonation studies of six-coordinate (PNP)Mo(N2)2(PMe2R) complexes gave 1.38 (R = Me) and 0.85 (R = Ph) equiv of NH3.
Figure 27.
Figure 27.
Modification of ligand phosphine substituent gave different Mo2(μ-N2) isomers. For R = tBu, R′ = Ad or Ph, trans-/trans- is observed, while for R = tBu, R′ = iPr or Cy, trans-/cis-is observed. The R = tBu, R′ = Ad substituted phosphine provides the highest yield of NH3 (14 equiv) during N2RR.
Figure 28.
Figure 28.
On-cycle (PNP)Mo(N2) complexes can be generated through H2 evolution from their respective halide precursors.
Figure 29.
Figure 29.
Arsine analogues of the PNP class of ligands have been prepared, though Mo complexes of these ligands are not active for catalytic N2RR under the conditions shown.
Figure 30.
Figure 30.
Ligand modifications have been targeted by changing the ligand 4-X group. The reaction scheme depicts the first three steps relevant to catalytic N2RR as calculated by DFT (1) Nβ protonation, (2) N2 dissociation, and (3) triflate coordination.
Figure 31.
Figure 31.
Mononuclear PNP-ligated molybdenum nitrides are active for catalytic N2 fixation using [LutH]+ (48 equiv) and Cp2Co (36 equiv).
Figure 32.
Figure 32.
Complete calculated N2RR cycle for Nishibayashi’s dinuclear Mo2 complexes. [Mo] = (PNP)Mo(N2)3.
Figure 33.
Figure 33.
A survey of Nishibayashi’s Mo complexes for catalytic N2RR Fc = ferrocene, EtFc = ethylferrocene.,,–
Figure 34.
Figure 34.
Proposed pathway for reductive cleavage of N2 to form a terminal nitride, (PNP)Mo(N)(I), of relevance to catalytic N2RR. The observed reactivity profile is I (50.7 equiv of NH3) > Br (40.5 equiv of NH3) > Cl (24.4 equiv of NH3).
Figure 35.
Figure 35.
PCP-type pincer ligands featuring N-heterocyclic carbene donors are useful for N2RR in the presence of [ColH]OTf (96 equiv) and reductant (72 equiv); Cp*2Cr was found to be most effective for both classes of catalyst.
Figure 36.
Figure 36.
Efforts toward using H2O as a proton source in N2RR. Water oxidation was performed using [Ru(bpy)3]OTf2 as a photooxidant, peroxydisulfate as a sacrificial reductant, and a Ru complex, [Ru(bda)-(isoq)2] (bda = 2,2′-bipyridine-6,6′-dicarboxylate, isoq = isoquinoline), as the water oxidation catalyst. The generated acid was trapped using lutidine to give [LutH]+, which enabled N2RR catalysis by (PNP)Mo.
Figure 37.
Figure 37.
Remarkable efficiencies were achieved using a Sm/alcohol mixture for N2RR. This reaction is proposed to occur via PCET. Use of H2O (14400 equiv) and SmI2 (14 400 equiv). gave ca. 4350 equiv of NH3.
Figure 38.
Figure 38.
Structure of a recently reported, proposed intermediate of VFe-nitrogenase, featuring removal of a bridging sulfide as SH and the identification of a μ2-bridging light atom in its place. The light atom (X) has been hypothesized to be the N atom of an imido ligand. Further studies are needed to validate this assignment.
Figure 39.
Figure 39.
(Left) Outer cycle depicts the distal or Chatt-cycle for N2RR. Central intermediate (highlighted in blue) represents a “hybrid” mechanism for N2RR, which may be relevant in both biological and synthetic, nitrogenases; (right) the alternating mechanism for the reduction of N2 to NH3 or N2H4.,
Figure 40.
Figure 40.
Homogeneous Fe complexes reported to mediate catalytic N2-to-NH3 conversion; Dipp = 2,6-diisopropylphenyl.,,,,,,– **(depe)2Fe(N2) (depe = diethylphosphinoethane) is instead selective for N2H4.
Figure 41.
Figure 41.
Interconversion of different nitrogen fixation intermediates on the (P3B)Fe platform.,,,
Figure 42.
Figure 42.
Reaction scheme showing synthetic conversions of the catalytic resting state, (P3μ-B-H)Fe(H)(N2), including an α-hydride elimination step that leads to release of a hydrazine surrogate following acidic workup.,,
Figure 43.
Figure 43.
Representative tetrahedral Fe(IV) nitride complexes.,–
Figure 44.
Figure 44.
Comparison of reactivity of (A) [(P3B)Fe(N2)] and (B) [(ArP3B)Fe(N2)] with acid. The bottom figure was taken from ref and shows the reaction progress of [(ArP3B)Fe(N2)] with excess HBArF4 in 2-Me-THF, as monitored by CW X-band EPR. Simulations for discrete species are shown in red. Spectra show the progression from (A) pure [(ArP3B)Fe(N2)]. (B) Mixture of[(ArP3B)Fe(N2)] and (ArP3B)Fe(NNH), on addition of 1 equiv of HBArF4 for 15 min at 138 K. (C) Same as in spectrum B, but instead with 2.3 equiv of HBArF4 present, showing full conversion to (ArP3B)Fe(NNH). An identical spectrum was obtained on mixing for 30 min in the presence of 1 equiv of HBArF4. (D) Reaction mixture from trace C, after warming to 195 K for 30 s and then rapidly freeze quenching in liquid N2. Trace shows a mixture of (ArP3B)Fe(NNH) and [(ArP3B)Fe(NNH2)]+. (E) Reaction mixture from trace D after warming to 195 K for 90 s, showing complete conversion to [(ArP3B)Fe(NNH2)]+. Reactions with up to 5 equiv of HBArF4 provided identical spectra. Acquisition parameters for all spectra: temperature = 77 K; MW frequency = 9.44 GHz; MW power = 6.44 mW; modulation amplitude = 0.1 mT; conversion time = 5.12 ms·E., EPR spectrum reproduced with permission from ref . Copyright 2017 American Chemical Society.
Figure 45.
Figure 45.
A proposed N2RR cycle for Peters’ (P3B)Fe platform. Characterized compounds are shown in green and unobserved complexes in gray. Solid arrows indicate a distal mechanism of nitrogen fixation, while dashed arrows indicate hybrid mechanisms of nitrogen fixation.,–,, Note that steps are shown as discrete e and H+ transfer steps, though concerted PCET steps may also be operative.
Figure 46.
Figure 46.
Comparison of performance for N2RR by [(P3B)Fe]+ depending on the acid/reductant.,, For discussion of overpotential see Section 8.3.
Figure 47.
Figure 47.
Bond dissociation enthalpies of the thermodynamically preferred protonation isomer for three commonly used reductants in N2RR (Cp2Co, Cp*2Cr, and Cp*2Co). The site of protonation and the C–H bond dissociation enthalpy of the resulting product has been confirmed experimentally for Cp*2Co.,
Figure 48.
Figure 48.
Thermochemistry of protonated Cp*2Co species that have been hypothesized to be relevant to PCET and hydride transfer in N2RR.
Figure 49.
Figure 49.
Reductive formation of [(CSiP3Ph)Fe(N2)]− and subsequent silylation chemistry.
Figure 50.
Figure 50.
Trends in Fe–C bond distance for a redox series of (P3C)Fe(N2) complexes. Related datafor [(P3B)Fe(N2)] Figure 64.
Figure 51.
Figure 51.
Reactivity of (P3Si)Fe hydrazido(2−) complexes.
Figure 52.
Figure 52.
Overview of predicted bimolecular HER and N2RR pathways for (P3E)Fe(NNHy) species and estimated BDFEN–H values. Reproduced with permission from ref . Copyright 2018 American Chemical Society.
Figure 53.
Figure 53.
Reproduced with permission from ref . Copyright 2018 American Chemical Society. Gibbs free enthalpy, ΔG°, scheme of the (P3Si)Fe cycle calculated with the B3LYP functional and the def2-TZVP basis set.
Figure 54.
Figure 54.
Catalytic N2RR efficiencies for all of Nishibayashi’s (PNP)Fe systems. aThese complexes were only tested under higher loading conditions with KC8 (200 equiv) and HBArF4 (184 equiv).,,
Figure 55.
Figure 55.
Catalytic conditions for (CAAC)2Fe. Equilibrium binding of N2 at −80 °C and access to a (CAAC)2Fe(NNTMS) via reductive silylation; Dipp = 2,6-diisopropylpheyl.
Figure 56.
Figure 56.
Reactivity of (dmpe)2Fe (dmpe = 1,2-bis(dimethylphosphino)ethane) complexes.,–
Figure 57.
Figure 57.
(Top) Acid/base chemistry that interconverts hydrazine, hydrazido(1−), and diazene ligands on (DMeOPrPE)2Fe;, (bottom) potential N2RR intermediates of the form (dxpe)2Fe(H)(L) species (x = m or e, L = H2, N2, NH3, and N2H4) can be synthesized under aqueous conditions.,,,
Figure 58.
Figure 58.
Treatment of (dmpe)2Fe(N2) with electrophiles.
Figure 59.
Figure 59.
Catalytic N2 fixation by (depe)2Fe(N2) using Cp*2Co (270 equiv) and [Ph2NH2]OTf (360 equiv).
Figure 60.
Figure 60.
Observed reactivity of (depe)2Fe(N2) with electrophiles occurred at Nβ.,, The relationship between this reactivity and the catalytic reactionz remains unclear.
Figure 61.
Figure 61.
Pathways for HER, N2RR, and hypothesized origins of the light enhancement for (PP2)Fe.
Figure 62.
Figure 62.
N2 silylation reactions have been demonstrated with (PP2)Fe. The migration of SiMe3 from Nβ to Fe is particularly noteworthy.
Figure 63.
Figure 63.
Nitrogen fixation using a cyclohexyl-substituted tris(phosphino) (PP2)Fe complex.
Figure 64.
Figure 64.
Electrochemical and spectroscopic comparison of [(P3B)Co(N2)] and [(P3B)Fe(N2)]. Maximum N2RR efficiencies are compared using KC8/HBArF4 and [Ph2NH2]OTf/Cp*2Co.,,
Figure 65.
Figure 65.
Transformation of (PNP)Co(H) to (PNP)Co(N2) via protonation, and their respective competency as precatalysts for N2 fixation using KC8 (40 equiv) and HBArF4 (38 equiv) in Et2O at −78 °C.
Figure 66.
Figure 66.
Comparison of physical properties and catalytic N2RR performance for known [(P3Si)M(N2)]n complexes (M = Co, Fe, Ru, Os; n = 0 or −1).
Figure 67.
Figure 67.
Comparison of the reactivity of [(P3Si)M(N2)] (M = Fe or Os) complexes with excess acid at different temperatures.,
Figure 68.
Figure 68.
Synthesis of pyrrole-based (PNP)V precatalysts for catalytic N2RR.
Figure 69.
Figure 69.
Synthesis and characterization data of triamidoamine-Ti complexes relevant to catalytic nitrogen fixation.
Figure 70.
Figure 70.
Electrosynthetic cycle for the formation of NH3 from N2 by a (dppe)2W complex.
Figure 71.
Figure 71.
First demonstration of molecular, electrocatalytic N2RR enabled by the use of cocatalytic [Cp*2Co]+. Conditions: glassy carbon, Et2O, −35 °C, −2.1 V versus Fc+/0, 0.1 M [Na]BArF4, X equiv of [Cp*2Co]BArF4.
Figure 72.
Figure 72.
Reproduced with permission from ref . Copyright 2018 American Chemical Society. (A) Cyclic voltammograms of 10 equiv of [Ph2NH2]OTf (gray trace), 1 equiv of [Cp*2Co]BArF4 (Cp*2Co+) (yellow trace), 1 equiv of Cp*2Co+ with 10 equiv of [Ph2NH2]OTf (green trace), and [(P3B)Fe]+ with 1 equiv of Cp*2Co+ and 10 equiv of [Ph2NH2]OTf (red trace); (B) Cyclic voltammograms of 10 equiv of [Ph2NH2]OTf (gray trace), 1 equiv of [(P3B)Fe]+ (dark blue trace), 1 equiv of [(P3B)Fe]+ with 10 equiv of [Ph2NH2]OTf (light blue trace), and 1 equiv of [(P3B)Fe]+ with 1 equiv of [Cp*2Co]+ and 10 equiv of [Ph2NH2]OTf (red trace). All voltammograms are collected in 0.1 M [Na]BArF4 solution in Et2O at −35 °C using a glassy carbon working electrode and externally referenced to the Fc+/0 couple. Scan rate is 100 mV/s.
Figure 73.
Figure 73.
Comparison of conditions and results for the electrosynthesis of NH3 from N2 by (Cp)2Ti(Cl)2.
Figure 74.
Figure 74.
(Top) Preliminary, posited mechanism for the electrosynthesis of NH3 by a (PDl)Al complex; (bottom) stoichiometric N2 binding and protonation at a (CAAC)B species; Dipp = 2,6-diisopropylphenyl, Dur = 2,3,5,6-tetramethylphenyl.
Figure 75.
Figure 75.
N2 overpotentials calculated as a function of catalyst reagent cocktail using eqs 1 and 2. All of the pKa values and reduction potentials are literature values for these reagents in acetonitrile. Consequently, the Cg and BDFE(H2) in acetonitrile were also used. The exception is for Sm/H2O for which aqueous values are used, and the values are approximated due to the inner-sphere nature of the Sm/H2O interaction. The bottom portion of the figure provides a sample overpotential calculation.

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