DOI:
10.1039/D6SC03081E
(Edge Article)
Chem. Sci., 2026, Advance Article
Aerobic C–H bond activation at a Pd center under aqueous conditions
Received
14th April 2026
, Accepted 27th May 2026
First published on 27th May 2026
Abstract
Recent reports have increasingly documented palladium-catalyzed C–H bond functionalization reactions involving high-valent PdIII and PdIV intermediates, yet these transformations often depend on strong oxidants and external bases. Herein, we report a series of PdII complexes [(pRN3CH)PdII(MeCN)](BF4)2, supported by a tetradentate pyridinophane ligand, that undergo aerobic C–H bond activation under mild aqueous conditions without the need for an added external base to generate isolable PdIII complexes. In this transformation, O2 serves as both an oxidant and proton acceptor, eliminating the need for an exogenous base. Mechanistic and computational studies are consistent with a rate-limiting concerted metalation–deprotonation (CMD) pathway involving a key Pd–O2 species that promotes C–H bond activation. Notably, the presence of water in the solvent mixture and slightly elevated temperatures enhance reactivity and lead to quantitative formation of the PdIII product, improving its synthetic utility. Overall, this study establishes a C–H bond activation pathway at high-valent palladium centers that proceeds without added external base, with O2 serving as both oxidant and internal proton acceptor. These findings provide key insights into high-valent palladium reactivity and lay a mechanistic foundation for sustainable aerobic oxidation strategies.
Introduction
The importance and versatility of Pd-catalyzed C–H activation reactions in the synthetic community have been well documented over the past several decades.1–7 More recently, oxidative C–H activation pathways involving high-valent PdIII and PdIV intermediates have attracted significant attention.1,8–13 In this context, our group has also explored C–H activation chemistry mediated by high-valent group 10 metal complexes supported by pyridinophane ligands.14–20
Despite these advances, most high-valent Pd-mediated C–H activation systems rely on strong chemical oxidants and an external base, raising concerns regarding sustainability and functional group compatibility.21,22 A major challenge in high-valent Pd chemistry is the development of mild and sustainable oxidation strategies that eliminate the need for hazardous reagents, while maintaining mechanistic control over product formation. Molecular oxygen represents an attractive terminal oxidant owing to its abundance and environmental compatibility especially in Pd-catalyzed C–H functionalization.23–34 Notably, the Yu group has reported several prominent examples of Pd-catalyzed C–H functionalization reactions, utilizing O2 as an oxidant across a broad range of reactions.31,35–37 However, most O2-based PdII systems still require an external base, typically acetate, to facilitate C–H bond activation.35,36 Developing a system that operates without an added external base, in which O2 serves as both the oxidant and the proton acceptor, would represent a significant conceptual advance. Water is an appealing medium in this regard due to its abundance and hydrogen-bonding properties,38–42 however, its role in high-valent Pd-mediated aerobic C–H bond activation remains poorly understood.36,43–48 Additionally, previously reported O2/H2O systems often require elevated temperatures or prolonged reaction times, limiting their practicality, and key mechanistic details including the interaction between Pd and O2 and the nature of the transient high-valent Pd/O2 intermediates remain unresolved.38,49
Several studies have described aerobic C–H bond activation at Pd centers in the absence of an external base (Fig. 1). For example, Vilar and coworkers demonstrated that a PdI dimer reacts with O2 to form a C–O bond via C–H bond activation, although the yield of the PdII product and the fate of the C–H-derived hydrogen atom were not fully clarified (Fig. 1a).50 The Goldberg group reported aerobic oxidation of a Pd0 complex to a PdII-peroxo species, which subsequently promotes C–H activation through a cyclometalated Pd–OOH intermediate (Fig. 1b).51 Our group has also reported PdII complexes that activate C–H bond aerobically through high-valent Pd intermediates (Fig. 1c),18 in addition to aerobically-induced C–C or C–O bond formation reactions via high-valent Pd species.52–56 While these studies establish the feasibility of aerobic C–H bond activation at Pd, detailed insights into how O2 interacts with Pd and the C–H substrate without an exogenous base remain limited. In addition, most reported systems rely on low-valent Pd complexes supported by electron-rich ligands that readily react with O2. The product yields are typically low, and the fate of the protons and oxygen atoms have rarely been clarified.
 |
| | Fig. 1 (a–c) Reported aerobic C–H bond activation without an added external base by Pd species from Vilar,50 Goldberg,51 and Mirica18 groups; (d) the reaction of complexes 1a–d under aerobic conditions reported in this study. | |
Herein, we report the aerobic C–H bond activation of PdII complexes, [(pRN3CH)PdII(MeCN)](BF4)2, 1a–d, at room temperature in aqueous solution, proceeding without exogeneous base to afford isolable PdIII complexes [(pRN3C)PdIII(MeCN)2](BF4)2, 2a–d, in quantitative yield (Fig. 1d). While the PdIII-aryl complex has been previously reported by our group,15 its formation via direct O2-mediated C–H activation and the quantitative kinetic and mechanistic framework for this transformation have not been previously reported. Combined kinetic, mechanistic, and computational studies establish that a PdIII-superoxo intermediate promotes C–H bond activation through a CMD-like transition state in which a Pd/O2 species functions as an internal base. Moreover, hydrogen bonding in water lowers the barrier for C–H bond activation steps, enabling pathways inaccessible in non-aqueous media. Use of slightly elevated temperatures shortens the reaction time to ∼1 hour, rendering the use of oxygen as an oxidant and proton acceptor more practical. Overall, these findings reveal a mechanistically distinct aerobic C–H bond activation pathway at high-valent Pd centers, with broad implications for the design of future sustainable oxidation strategies.
Results and discussion
Synthesis and characterization of 1a
The [(pMeN3CH)PdII(MeCN)](BF4)2 (1a) complex was prepared in 85% yield via the reaction of pMeN3CH and [PdII(MeCN)4](BF4)2, and X-ray quality orange-colored crystals of 1a could be obtained from vapor diffusion of diethyl ether into acetonitrile solution at −35 °C. The structure of 1a reveals a square planar geometry around the Pd center (τ4 = 0.12), with one pyridine nitrogen atom, two amine atoms, and one nitrogen atom from one MeCN (Fig. 2). Interestingly, the Pd⋯H1 distance is 2.393 Å, which is much shorter than in the previously reported complex (pMeN3CH)PdII(OAc)2 (2.81 Å),15 and thus suggesting a stronger Pd⋯H–Cipso interaction. The 1H NMR spectrum of 1a reveals a distinct peak attributed to the Cipso–H proton at 9.45 ppm, which was shifted downfield compared to 7.08 ppm in the free ligand (Fig. S5),15 implying that the Pd⋯H–C interaction can be defined as a weak anagostic interaction.57 The close interaction of the C–H bond with the PdII center is likely due to a ligand enforced geometry around the metal center,57–61 while the broad peaks of the methylene groups in the 1H NMR spectrum indicate the complex is fluxional in solution (Fig. S5). Notably, in the same crystal batch of complex 1a a small amount of yellow crystals were found and determined to correspond to the di-solvento complex [(κ2-pMeN3CH)PdII(MeCN)2](BF4)2 (1ab, Fig. S49), reminiscent of the previously reported (pRN3CH)PdII(OAc)2 complexes, and further supporting the fluxional nature of the pyridinophane ligand that can support various coordination geometries around the Pd center.15 Finally, the cyclic voltammogram (CV) of 1a exhibits an irreversible anodic peak at Epa,ox = 1.09 V vs. Fc+/0 and a reversible reductive wave at E1/2,red = −0.43 V vs. Fc+/0 (Fig. S15). The irreversible anodic peak is tentatively attributed to oxidation of the PdII precursor, and the reversible reductive wave is tentatively assigned to the PdI/II redox process. The relatively high oxidation potential may stem from a structural change at the Pd center that is needed to stabilize the PdIII center.62–64
 |
| | Fig. 2 Solid-state structure of dication of 1a with 50% probability ellipsoids. The counterions and hydrogen atoms were omitted for clarity. Selected bond distances (Å) and angles (°): Pd1–N1 1.947(5), Pd1–N2 2.210(6), Pd1–N3 2.201(6), Pd1–N4 2.011(5), Pd1–H1 2.393, Pd1–C1 2.563(7), Pd1–H1–C1 89.3. | |
Oxidative reactivity of 1a
To investigate C–H bond activation via a high-valent Pd pathway, we examined the oxidative reactivity of 1a using various oxidants. The addition of AcFcPF6 (+0.25 V vs. Fc+/0),65 NOBF4 (+0.87 V vs. Fc+/0),65 (thianthrenyl)BF4 (+0.86 V vs. Fc+/0),65 or PhICl2 (−0.9 V vs. Fc+/0)66 to a solution of 1a did not yield any detectable high-valent Pd species, and instead decomposition to Pd black was observed. In contrast, exposure of 1a to O2 (+0.68 V vs. Fc+/0)67 or air in MeCN led to the formation of the PdIII complex [(pMeN3C)PdIII(MeCN)2](BF4)2 (2a, Fig. 1d), as confirmed by UV-Vis and EPR spectroscopy (Fig. 3a and S18). While the employed oxidants are likely not oxidizing enough to oxidize 1a (+1.09 V vs. Fc+/0, Fig. S15) via outer-sphere oxidation, O2 appears to promote C–H bond activation through a distinct inner-sphere pathway likely involving coordination to Pd, ligand exchange, and structural reorganization steps. Moreover, this transformation represents a rare example of aerobically promoted C–H bond activation occurring without an added external base.
 |
| | Fig. 3 (a–c) Kinetic analysis of aerobic C–H bond activation of complex 1a in MeCN at 293 K: (a) UV-Vis monitoring of the formation of 2a, with a characteristic absorption band at 550 nm, upon the reaction of 1a (1.05 mM) with O2 (8.1 mM), (b) PdII dependence ([O2] = 2.4–8.1 mM), and (c) O2 dependence ([PdII] = 0.26–2.1 mM). (d) Hammett analysis of the aerobic C–H bond activation reactions for para-substituted complexes 1a–d (1.05 mM) in O2-saturated MeCN (8.1 mM) at 293 K. (e) Kinetic isotope effect determined by independent rate measurements of 1b (1.05 mM) and 1b-D (1.05 mM) in O2-saturated MeCN (8.1 mM) at 293 K. | |
A structurally related PdII-acetate complex (pMeN3CH)PdII(OAc)2, which shares the same ligand scaffold as 1a, did not undergo C–H bond activation under aerobic conditions, even in the presence of excess acetate.15 The X-ray crystal structure suggests that the binding of the two acetate ligands prevents the positioning of the C–H bond in the proximity of the Pd center for activation. In contrast, complex 1a features a labile MeCN ligand and adopts a geometry that allows for a shorter Pd⋯Hipso distance, 2.393 Å vs. 2.808 Å in (pMeN3CH)PdII(OAc)2, and thus facilitating the O2-mediated C–H bond activation. Overall, these observations highlight the crucial role of ligand substitution and structural flexibility in enabling aerobic C–H bond activation.
Kinetics on the aerobic reactivity of 1a
In order to probe the mechanism of this transformation and the specific role of O2 during C–H bond activation, we conducted kinetic studies on the aerobic oxidation of [(pRN3CH)PdII(MeCN)](BF4)2 complexes 1a–d. For consistency, the kinetic studies were performed using in situ generated complexes by mixing 1 equiv. Pd(MeCN)4(BF4)2 with 1 equiv. of pRN3CH ligand; the detailed experimental procedures are provided in the SI. We tracked the formation of the product 2a–d by monitoring the development of the absorbance at 550 nm in UV-Vis (Fig. 3a). The kinetic order of the PdII complex (1a) and oxygen was investigated (Fig. 3b and c). The absorbance peak corresponding to 2a at 550 nm gradually increased and reached saturation after 96 hours (Fig. S20). As the reaction proceeded slowly, the rates of reaction were determined using the method of initial rates,68 to reveal a first-order dependence on [PdII] at various O2 concentrations in MeCN (Fig. 3b, [O2] = 2.4–8.1 mM).69,70 In addition, first-order kinetics in O2 was observed at all Pd concentrations (Fig. 3c, [PdII] = 0.26–2.10 mM). Based on the experimental results that the reaction is first-order kinetics in both [PdII] and [O2], we conclude that the reaction follows second-order kinetics overall. To ensure the reliability of the initial rate analysis, we additionally performed global kinetic fitting using a second-order rate model with respect to 1a (Fig. S29). The fitting was conducted using the entire time course of the reaction (>3 t1/2), giving a rate constant of kglobal = 1.01 × 10−3 M−1 s−1. The value is in good agreement with that obtained from the initial rate method (kinitial = 1.05 × 10−3 M−1 s−1), and the fitted curve reasonably reproduces the experimental kinetic trace for the formation of product 2a. In addition, the rate constants obtained under various PdII and O2 concentrations remain consistent, further supporting the validity of the initial rate method (Fig. S7). Given the similar kinetic parameters obtained from initial rate analysis and global kinetic fitting, for simplicity the initial rate method was employed for most kinetic analyses, and all detailed kinetic procedures and fitting methods are provided in the SI.
Hammett ρ and kinetic isotope effect (KIE) studies
We next sought to study the electronic dependence of the aerobic oxidation reaction. By comparing the reaction rates of the system described above with those of the modified N3CH analogs, we aimed to evaluate the extent to which para-substituents on the reactive C–H bond influence the reaction rate and to elucidate the underlying reaction mechanism. A Hammett analysis was performed by comparing the rates obtained at a Pd concentration of 1.05 mM and O2 concentration of 8.1 mM (Fig. 3d). A ρ value of −1.43 ± 0.07 was obtained with a strong correlation (R2 = 0.99), indicating that electron-donating substituents accelerate the reaction. The negative ρ value is consistent with the development of positive charge in the transition state.
To gain further mechanistic insight, the kinetic isotope effect (KIE) was examined for the reactions of 1b and 1b-D, in which the Hipso of 1b was replaced by deuterium. A primary KIE value of kH/kD = 2.5 ± 0.1 was obtained (Fig. 3e). This experimentally determined KIE indicates that C–H bond activation contributes to the rate-limiting in this transformation.71
The experimentally determined Hammett and KIE values are consistent with those reported for acetate-assisted Pd-mediated C–H bond activation reactions.72–79 In particular, the observed primary KIE (∼2.5) and the Hammett correlation support the involvement of a concerted metalation–deprotonation (CMD)-type C–H activation step. Notably, in contrast to previously reported acetate-assisted systems, the present reaction proceeds without an added external base. These results are therefore consistent with a scenario in which oxygen-derived ligands, such as superoxide or hydroperoxide, function as internal bases and participate in proton abstraction during C–H activation.
Optimized C–H bond activation under aqueous conditions
Complex [(pMeN3C)PdIII(MeCN)2](BF4)2 (2a) was independently synthesized and fully characterized, enabling accurate determination of product yields by UV-Vis spectroscopy (ε550nm = 2128 M−1 cm−1 in MeCN, 2148 M−1 cm−1 in 9
:
1 H2O
:
MeCN; Fig. S17). Under aerobic conditions in neat acetonitrile, formation of 2a was limited to ∼46% yield. To improve both the reaction efficiency and rate, solvent mixtures containing water were examined. Notably, increasing the proportion of water led to a marked enhancement in reactivity, with the yield of 2a reaching up to 90% in a 9
:
1 H2O
:
MeCN mixture (Fig. 4, S27 and Table S11).52,53,55,80 Reaction rates were also significantly accelerated under aqueous conditions, with complete conversion achieved within 1.5 h at 70 °C (Fig. S28, Tables S12 and S13). These results highlight the unusually mild nature of this aerobic C–H bond activation, which proceeds without an added external base, compared to typical aerobic C–H functionalization reactions that require higher temperatures and longer reaction times.24,29,31,34–37,49
 |
| | Fig. 4 Yield comparison of product 2a and byproduct H2O2 during the reaction of 1a with O2 in two different H2O : MeCN solvent mixture ratios. | |
To probe the stoichiometric role of O2 in this transformation, reactions of 1a were conducted using varying equivalents of O2 (Fig. S32). In 9
:
1 H2O
:
MeCN, exposure of 1 or 0.5 equivalents of O2 afforded the C–H activated PdIII complex 2a in 83% and 79% yield, respectively, whereas use of 0.25 equivalents of O2 resulted in approximately 50% yield of 2a. These observations indicate that O2 functions as a two-electron oxidant in this system.81–83 Consistent with this assignment, simultaneous formation of hydrogen peroxide was detected spectrophotometrically,84–86 with the reaction of 1a (1.05 mM) and excess O2 in 9
:
1 H2O
:
MeCN producing 2a in 90% yield along with H2O2 in ∼42% yield. In contrast, under otherwise identical conditions in neat acetonitrile, formation of H2O2 was negligible (<3%), and the yield of 2a remained limited to ∼46%. These results suggest that while the initial C–H bond activation is accessible in both solvents, the subsequent C–H bond activation step is strongly suppressed in pure MeCN. As a consequence, the overall reaction in neat acetonitrile terminates after formation of approximately half an equivalent of the C–H activated PdIII complex. By comparison, under aqueous conditions, both the initial and subsequent C–H bond activation steps proceed, resulting in the formation of one equivalent of 2a and half an equivalent of H2O2 per equivalent of 1a. The origin of this pronounced solvent dependence is addressed through computational analysis (vide infra). Under 9
:
1 H2O
:
MeCN conditions, the full time-course data (>3 t1/2) were also analyzed by second-order global nonlinear fitting with explicit consideration of the overall reaction stoichiometry. The resulting rate constants at each temperature closely match those obtained from the corresponding initial rate analysis (see SI), confirming the validity of the second-order kinetic treatment.
To further probe the nature of the rate-determining step, an Eyring analysis was conducted under aqueous conditions over the temperature range of 20–70 °C (Fig. S31). The resulting activation parameters (ΔH‡ = 16.7 kcal mol−1 and ΔS‡ = −11.8 cal mol−1 K−1) correspond to a ΔG‡ of 20.2 kcal mol−1 at 20 °C. The negative entropy of activation, together with the observed second-order kinetics, is consistent with a bimolecular, associative transition state, in which O2 and the PdII complex interact during the rate-determining C–H bond activation step.87–91 Based on these kinetic observations, we propose the following mechanism for the aerobic C–H bond activation of 1.
Proposed mechanism and rate law for the aerobic oxidation of 1
Based on our experimental observations and by analogy to acetate-assisted cyclopalladation reactions,92 we propose a mechanism for the aerobic oxidation of 1 (Fig. 5) under aqueous conditions. Oxidation of the PdII complex 1 by O2 generates a PdIII-superoxide intermediate (Int1), which is expected to form reversibly and be present in trace amount under the reaction conditions. The PdIII-superoxide species subsequently undergoes C–H bond activation via transition state TS1, which constitutes the rate-determining step of the reaction. The observed second-order kinetics, KIE, and Eyring analysis are all consistent with C–H bond activation being rate-limiting. The negative Hammett ρ value further supports an electrophilic-type transition state, consistent with a concerted C–H bond activation pathway. Following this step, a high-valent PdIV-hydroperoxide intermediate (Int2) is formed, which undergoes rapid comproportionation and ligand exchange with another equivalent of 1 to generate the C–H activated product 2 and a PdIII-hydroperoxide species (Int3).52,53,93,94
 |
| | Fig. 5 Proposed mechanism for the aerobic oxidation of 1 under aqueous conditions. | |
In the presence of water, the PdIII-hydroperoxide intermediate undergoes a subsequent, faster C–H bond activation to afford an additional equivalent of 2 with concomitant formation of hydrogen peroxide. Notably, this pathway is significantly suppressed in pure MeCN, accounting for the solvent-dependent product yields observed experimentally. To further evaluate the proposed mechanism, a rate law was derived using a steady-state treatment of 3Int1 (Scheme 1). The resulting expression predicts first-order dependence on both [1] and [O2], consistent with the experimentally observed kinetic data.
 |
| | Scheme 1 Proposed kinetic model for the aerobic oxidation of 1 analyzed using the steady-state approximation. | |
While the experimental data are consistent with a CMD-like C–H bond activation pathway, operating without an added external base, additional insight into the elementary steps was sought through computational studies.
Computational investigation of C–H bond activation without an exogenous base
To validate the experimentally proposed CMD-like C–H bond activation mechanism operating without an added external base, density functional theory (DFT) calculations were performed (Fig. 6). These calculations were designed to define the electronic structure of the oxygen-bound intermediates, identify the rate-determining step, and rationalize the experimentally observed solvent-dependent reactivity.
 |
| | Fig. 6 Computed energy profile for the aerobic C–H bond activation of 1a promoted by O2 to generate the PdIII product 2a under aqueous conditions. Gibbs energies were calculated using the solvent model density (SMD) method in water, with selected energies for 11a and 2TS3 in MeCN shown in parentheses. The experimentally measured ΔG‡ at 293 K for the overall C–H bond activation process is shown in bold under the calculated Gibbs energies for 3TS1. | |
The reaction pathway begins with oxidation of the PdII species 1a to generate an oxygen-bound Pd intermediate, upon replacement of the coordinated acetonitrile with O2. Multiple electronic formulations and binding modes were evaluated computationally, including a singlet PdIII-superoxo species (1Int6, 35.7 kcal mol−1), a PdIV-peroxo species (1Int5, 28.5 kcal mol−1; Fig. S53), and the triplet PdIII-superoxo complex 3Int1. Among these possibilities, the PdIII-superoxo complex 3Int1 was identified as the lowest-energy intermediate (11.9 kcal mol−1), lying 16.6 kcal mol−1 below the corresponding PdIV-peroxo species. These results indicate that the triplet PdIII-superoxo (3Int1) provides the most favorable electronic structure under the present reaction conditions.
The possibility of a binuclear Pd-oxygen intermediate species was also considered. Although the present calculations do not categorically exclude all possible binuclear pathways, our computational survey did not identify a binuclear oxygen-bound structure competitive in energy with the mononuclear PdIII-superoxo species 3Int1. This computational assessment is also consistent with the experimentally observed first-order dependence on [Pd] under the examined conditions, which would not support a binuclear pathway involving association of two Pd centers prior to or during the rate-limiting C–H activation step. Accordingly, the available kinetic and computational data are most consistent with assignment of 3Int1 as the initial Pd-oxygen intermediate in the proposed mechanism.
In the PdIII-superoxo complex 3Int1, the distal oxygen atom of the superoxo ligand is positioned to engage the Hipso hydrogen, enabling a concerted C–H bond activation through transition state 3TS1 (ΔG‡ = 19.6 kcal mol−1). The geometry and electronic structure of 3TS1 are characteristic of a CMD-like process, in which the superoxo ligand functions as an internal base to abstract the proton concomitant with Pd–C bond formation. Hydrogen bonding between a water molecule and the distal oxygen atom of the superoxo ligand in 3TS1 facilitates the initial C–H activation, resulting in a lower activation free energy compared to non-hydrogen bonded transition state 3TS4 (25.9 kcal mol−1, Fig. S53). Passage through this transition state leads directly to formation of a high-valent PdIV-hydroperoxo intermediate (1Int2).52,53,55,56,95 Notably, the computed activation barrier for this step closely matches the experimentally derived barrier from Eyring analysis (ΔG‡obs = 20.2 kcal mol−1 at 20 °C), confirming that the initial C–H bond activation constitutes the rate-determining step of the overall reaction.
Following the first C–H bond activation, ligand exchange and facile comproportionation between the PdIV-hydroperoxo intermediate 1Int2 and an additional equivalent of the PdII reactant 1a afford the C–H activated PdIII product 2a along with a PdIII-hydroperoxide species (2Int3) While this step is energetically accessible, further C–H bond activation from 2Int3 is highly sensitive to solvent effects.
In the presence of water, the PdIII-hydroperoxide intermediate 2Int3 undergoes a subsequent C–H bond activation via transition state 2TS2 (ΔG‡ = 13.2 kcal mol−1), yielding an additional equivalent of product 2a with concomitant formation of hydrogen peroxide. In 2TS2, hydrogen bonding between a water molecule and the distal oxygen atom of the hydroperoxide ligand significantly stabilizes the transition state, resulting in a substantial reduction of the activation barrier. By contrast, the corresponding water-free transition state 2TS3 exhibits a much higher barrier (ΔG‡ = 27.8 kcal mol−1), and the barrier increases further under pure MeCN conditions (ΔG‡ = 31.0 kcal mol−1). The pronounced energetic difference (ΔΔG‡ = 14.6 kcal mol−1) accounts for the experimentally observed solvent dependence, wherein significantly higher yields of 2a are obtained under aqueous conditions (9
:
1 H2O
:
MeCN, 90%) compared to pure MeCN (46%), where the subsequent C–H bond activation is largely suppressed.
The stabilizing role of hydrogen bonding in facilitating hydroperoxide-mediated reactivity is consistent with prior observations in related systems, where interaction with the distal oxygen of the hydroperoxide ligand has been shown to promote bond activation.96 To assess whether water could alternatively function as a proton shuttle during the subsequent C–H bond activation, additional pathways involving explicit proton transfer through water were evaluated (Fig. S53).97 However, the computed activation barriers for these pathways (ΔG‡ = 28.6 kcal mol−1 for 2TS8 and 2TS9) were comparable to that of the water-free transition state 2TS3, indicating that proton shuttling does not significantly lower the barrier in this system.
Overall, the computational results are consistent with the experimental observations and support an aerobic C–H bond activation mechanism in which a Pd–O2 species serves as a proton acceptor, without the need for an added exogeneous base. The calculations establish that the CMD-like C–H bond activation by a PdIII-superoxo species constitutes the rate-determining step, while solvent-enabled hydrogen bonding plays a decisive role in lowering the barrier for C–H bond activations. These insights collectively rationalize the observed kinetics, solvent effects, and product distributions under aerobic conditions.
Conclusions
Herein, we report an aerobic C–H bond activation without an exogenous base mediated by the Pd complex [(pRN3CH)PdII(MeCN)](BF4)2, 1, under aqueous conditions at room temperature, affording the PdIII product [(pRN3C)PdIII(MeCN)2](BF4)2, 2. Combined experimental and computational data support that a CMD-like C–H bond activation constitutes the rate-determining step, in which a proposed Pd–superoxide species functionally acts as the base in a traditional CMD process. Water plays a critical role in lowering the activation barrier, enabling near-quantitative product formation, while O2 acts as both oxidant and proton acceptor, producing H2O2 as the sole byproduct. A slight increase in reaction temperature substantially shortens the reaction time to under two hours, highlighting the practical viability of O2 as a green oxidant for C–H bond activation under aqueous conditions.
Overall, this study establishes a mechanistically distinct and sustainable strategy for aerobic C–H bond activation that proceeds at a Pd center without an added external base. These findings provide fundamental insight into the design of aerobic oxidation processes under mild and environmentally benign conditions and further expand the scope of high-valent palladium chemistry.
Author contributions
D. Y. B. and L. M. M. conceptualized and designed the project. D. Y. B. and L. M. M. designed the experiments and computations. Experimental work was conducted by D. Y. B. and N. P. R., with N. P. R. contributing to the initial investigation. D. Y. B. and L. M. M. wrote the manuscript with input from all authors. L. M. M. directed the project.
Conflicts of interest
The authors have no conflicts to declare.
Data availability
CCDC 2331324 (for 1a), 2331325 (for 1ab) and 2331326 (for 2a) contain the supplementary crystallographic data for this paper.98a–c
Supplementary information (SI): synthetic details, spectroscopic characterization, mechanistic and kinetic studies, crystallographic data, and computational details. See DOI: https://doi.org/10.1039/d6sc03081e.
Acknowledgements
This work was supported by the National Science Foundation (CHE-2102544 and CHE-2453341 to L. M. M.). We would like to thank the Department of Chemistry at the University of Illinois Urbana-Champaign for all the support. We also thank Drs Toby Woods, Danielle Gray, and Nigam Rath for help with X-ray crystal structure analysis, and Dr Lingyang Zhu for help with low-temperature NMR experiments. We thank Drs S. Chakrabarti, C.-H. Hu, J. B. Chae, and D. Jeong for helpful discussions related to this project.
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(a) CCDC 2331324: Experimental Crystal Structure Determination, 2026, DOI:10.5517/ccdc.csd.cc2j7y0r;
(b) CCDC 2331325: Experimental Crystal Structure Determination, 2026, DOI:10.5517/ccdc.csd.cc2j7y1s;
(c) CCDC 2331326: Experimental Crystal Structure Determination, 2026, DOI:10.5517/ccdc.csd.cc2j7y2t.
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