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Review

Frontiers in Catalysis ·

Volume 6 - 2026 | https://doi.org/10.3389/fctls.2026.1920221

Defect chemistry in electrocatalysis: mechanistic insights and design principles for sustainable energy conversion and environmental remediation

  • Akeem Adeyemi Oladipo1*corresponding author
  • Aliyu Ahmed Ibrahim1
  • Abimbola O. Aleshinloye2
  • Adewale Sulaiman Oladipo3
  1. 1Polymeric Materials Research Laboratory, Chemistry Department, Faculty of Arts and Science, Eastern Mediterranean University, Famagusta, Türkiye
  2. 2Department of Chemistry, Forensic Science and Oceanography, Palm Beach Atlantic University, West Palm Beach, FL, United States
  3. 3Factory Operation Department, Nigeria Sugar Institute, Ilorin, Kwara, Nigeria
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Abstract

The dual imperatives of carbon-neutral chemical manufacturing and advanced wastewater remediation require high-performance electrocatalysts capable of orchestrating complex, multi-electron reactions. However, pristine catalyst lattices are fundamentally bottlenecked by linear scaling relations. This critical review establishes defect engineering as the definitive strategy for bypassing these thermodynamic limitations, offering a unified mechanistic framework that bridges sustainable energy conversion and environmental remediation. Moving beyond empirical material catalogues, this work systematically interrogates how localized structural imperfections—vacancies, dopants, and synergistic interfaces—act as precision atomic-scale electronic regulators. By modulating the transition-metal d-band center and triggering spatial charge redistribution, defects successfully decouple intermediate binding energies to steer reaction pathways thermodynamically. A comprehensive analysis elucidates the electronic origins of defect-mediated performance across green ammonia synthesis (nitrogen and nitrate reduction) and advanced wastewater treatment (electro-Fenton, targeted non-radical persulfate activation, and priority pollutant electroreduction). Furthermore, this review challenges the pervasive assumption of static active sites, emphasizing how operando interrogation reveals the highly dynamic, transient nature of defect architectures under applied electrochemical bias. Finally, the frontier of artificial intelligence-guided discovery and multi-defect synergy is highlighted, charting a translational roadmap from atomic-level precision to robust industrial reactor integration. Ultimately, this review elevates defect electrocatalysis from a purely descriptive phenomenon into a predictive, quantitatively guided design discipline essential for achieving closed-loop global sustainability.

Keywords

1 Introduction

The accelerating transition toward a sustainable, carbon-neutral society is increasingly defined by the convergence of two global imperatives: decarbonizing industrial chemical manufacturing and mitigating the widespread degradation of aquatic ecosystems. These challenges are not independent; they are interconnected manifestations of a global energy–environment nexus where resource consumption, pollutant generation, and greenhouse gas emissions are thermodynamically and kinetically coupled (Xia et al., 2022; Glavič et al., 2023; Schnyder et al., 2025). Ammonia synthesis occupies a uniquely critical position within this nexus. As the foundation of global agriculture and a highly promising zero-carbon energy carrier, its production currently relies almost entirely on the century-old Haber–Bosch process. Operating under extreme thermodynamic constraints (350 °C–550 °C, 150–250 bar) to activate the highly stable N≡N bond (941 kJ mol-1), this process consumes approximately 1%–2% of global energy supply and accounts for nearly 2% of anthropogenic CO2 emissions (Ghavam et al., 2021; Zhang et al., 2024g; Ribeiro and Santos, 2025). Concurrently, rapid industrialization has triggered a water pollution crisis characterized by the continuous discharge of recalcitrant organics, toxic heavy metals, and excess nitrogenous species (e.g., NO3 −) into aquatic environments. Recent advances further highlight the dual role of nitrate pollution as both an environmental liability and a potential feedstock for decentralized ammonia production. In particular, oxygen-vacancy-assisted Cu–Co catalysts have demonstrated enhanced nitrate-to-ammonia conversion even at ultralow nitrate concentrations, reinforcing the importance of defect-mediated interfacial regulation under environmentally relevant conditions (Fan et al., 2025; Xu, 2025).

Conventional remediation technologies, which often rely on chemical-intensive and energy-demanding advanced oxidation processes (AOPs), frequently fail to achieve complete mineralization and rarely allow for resource recovery (Gopalakrishnan et al., 2023; Satyam and Patra, 2025; Oladipo, 2026). Recent studies also demonstrate that defect and coordination-environment engineering can redirect pollutant-removal pathways by modulating interfacial electron transfer and reactive oxygen species formation. For example, metal/support interactions have been shown to promote high-valent cobalt–oxo species during PMS activation, while atomically dispersed Fe sites with tailored coordination environments can facilitate electron-transfer pathways for antibiotic degradation (Yang L. et al., 2022; Fan et al., 2024; Ma D. et al., 2026).

Consequently, the development of electrified technologies capable of simultaneously advancing clean energy conversion and environmental remediation has become a central scientific priority. Electrocatalysis offers a transformative platform to address these dual challenges by utilizing renewable electricity to drive chemical transformations under ambient conditions. However, the widespread industrial deployment of systems such as the nitrogen reduction reaction (NRR), nitrate reduction reaction (NO3RR), and advanced electrochemical oxidation is fundamentally bottlenecked by the intrinsic limitations of pristine catalyst surfaces. Idealized, perfectly crystalline metal or metal-oxide lattices are universally constrained by energy scaling relations—a manifestation of the Sabatier principle dictating that the binding energies of sequential reaction intermediates (e.g., *N and *NH2 in NRR, or *O and *OH in water oxidation) are linearly correlated (Medford et al., 2015; Gao Q. et al., 2022; Yang et al., 2023a; Yi et al., 2026). Consequently, optimizing a pristine surface to activate a stable reactant inevitably leads to the over-stabilization of subsequent intermediates, poisoning the active site and severely limiting reaction kinetics and Faradaic efficiency. To surpass conventional performance limits, electrocatalyst design must evolve beyond compositional tuning to directly disrupt these universal scaling relations.

Defect engineering has emerged as the most powerful paradigm for achieving this disruption. In contemporary electrocatalysis, structural imperfections—such as vacancies, heteroatom dopants, dislocations, and lattice strain—are no longer viewed as unavoidable crystallographic anomalies, but rather as precision electronic regulators (Mete et al., 2024; Zhang Y. et al., 2024; 2025d; Mudoi and Saikia, 2025). By deliberately introducing specific defects, local lattice symmetry is broken, triggering orbital reconstruction. This manifests as highly localized perturbations in the electronic structure: shifting the transition-metal d-band center relative to the Fermi level, inducing work-function reductions (often by 0.3–1.0 eV), and driving localized charge accumulation or depletion (Jiao et al., 2022; Yuan et al., 2026; Zhu Z. et al., 2026). Because these electronic modulations are spatially confined to the defect site, they selectively alter the adsorption free energies (ΔGads) of specific intermediates without identically affecting others. For example, oxygen-vacancy formation in transition metal oxides can lower the activation barrier for N2 or NO3 − adsorption by 0.2–0.8 eV while simultaneously suppressing the competing hydrogen evolution reaction (HER) by destabilizing *H adsorption (Xiao et al., 2021; Ling et al., 2023; Zhang M. et al., 2023).

Despite the explosion of literature surrounding defect-engineered electrocatalysts, current understanding remains highly fragmented. Most studies remain siloed, treating green ammonia synthesis and wastewater remediation as distinct disciplines. This review instead examines the common physical-chemical principles through which defects regulate catalytic interfaces, while recognizing that the relevant descriptors, intermediates, rate-determining steps, and reaction pathways remain reaction-specific. The activation of N2 for ammonia synthesis, the electroreduction of NO3 − for concurrent water treatment and nutrient recovery, and the activation of peroxymonosulfate (PMS) for pollutant degradation can all involve defect-mediated charge redistribution, coordination changes, electronic-state modulation, and altered interfacial reaction energetics, although these effects manifest differently across reaction classes (Miller et al., 2023; Sun J. et al., 2023; Pei et al., 2024). By framing both energy conversion and environmental remediation through a common but reaction-specific electronic-structure lens, this review establishes defect chemistry as a transferable framework rather than a universal mechanistic equivalence for catalytic design.

A significant portion of current literature relies on ex-situ characterization (e.g., ultra-high vacuum X-ray photoelectron spectroscopy) to confirm the presence of vacancies or dopants, implicitly assuming these features survive under harsh, operando electrochemical conditions (e.g., cathodic polarization at −0.8 V vs. RHE in aqueous media). This assumption is frequently incorrect. Defect sites are thermodynamically metastable and highly susceptible to healing, migration, or triggering broader surface reconstruction under applied bias (Zhou et al., 2021; Xiao et al., 2024; Wang X. et al., 2026). Therefore, this review continuously distinguishes between “as-synthesized” structural defects and the dynamic, true active sites that evolve during reaction turnover. Moving beyond descriptive catalyst catalogues, the present review systematically interrogates the causal pipeline of defect electrocatalysis: from the thermodynamics of defect formation to electronic structure modulation, intermediate adsorption, and ultimate macroscopic performance. By synthesizing recent breakthroughs in both energy-focused NRR/NO3RR and environment-focused advanced oxidation and reduction processes, we extract universal structure–activity descriptors. Ultimately, identifying how atomic-scale defects dynamically govern interfacial electron transfer will provide the definitive mechanistic foundation required to design the next-generation of multifunctional, AI-guided electrocatalysts for a carbon-neutral and circular economy.

To ensure a balanced synthesis of recent literature, publications from 2019 to 2026 were identified using Web of Science, Scopus, and Google Scholar. Searches combined defect-related terms, including “oxygen vacancy,” “single-atom,” “d-band center,” and “operando reconstruction,” with application-specific terms such as “nitrogen reduction,” “nitrate electroreduction,” “electro-Fenton,” and “persulfate activation.” Experimental and theoretical studies were considered separately when assessing quantitative performance and mechanistic evidence. For NRR, particular attention was given to 15N2 isotope labeling, Ar-saturated and open-circuit controls, catalyst/electrolyte blanks, and quantitative ammonia analysis, with the completeness of these controls used to assess evidentiary strength. For defect thermodynamics and reaction mechanisms, greater weight was given to studies incorporating electrochemical-relevant treatments, such as solvation and computational hydrogen electrode approaches, where applicable. Quantitative data and mechanistic assignments were extracted together with their reported experimental or computational conditions, and values obtained under substantially different conditions were not treated as directly comparable.

2 Fundamental defect chemistry and electronic structure regulation

The catalytic behavior of an electrocatalyst is fundamentally governed by the atomic and electronic structure of its interface. While idealized crystalline models provide a useful baseline, real materials operate far from thermodynamic perfection. In contemporary electrocatalysis, structural imperfections are not viewed as anomalous deviations, but as precision levers capable of disrupting long-range lattice periodicity to tailor local electronic environments. Because ideal, pristine crystals are universally bound by linear scaling relations that dictate rigid, non-optimal intermediate binding energies, defect chemistry has emerged as the most critical paradigm for uncoupling these intermediates and bypassing inherent catalytic limitations (Kolding et al., 2025; Zhang et al., 2025e). Establishing a rigorous understanding of how defects form, how they manipulate localized quantum states, and how they survive under applied bias is essential for the rational design of both energy-conversion and water-remediation platforms.

Importantly, defect engineering should not be regarded as a single-variable strategy in which increasing defect concentration automatically improves catalytic performance. A defect is catalytically meaningful only when its formation, stability, electronic consequences, and interaction with reaction intermediates are considered together. Accordingly, the framework adopted here distinguishes four interconnected levels: (i) defect formation and thermodynamic stability, (ii) local electronic and interfacial-state modulation, (iii) reaction-specific intermediate energetics and kinetics, and (iv) the resulting catalytic performance under operating conditions. This distinction is particularly important because the same defect type can produce different catalytic consequences depending on the host material, defect charge state, electrolyte, applied potential, and reaction environment.

2.1 The hierarchical classification of defects: How do structural discontinuities localize charge?

Electrocatalytically relevant defects alter the electronic environment across varying spatial dimensions, necessitating a hierarchical classification into point, line, planar, and interfacial defects. The type and dimensionality of a defect determine whether its electronic influence is highly localized or distributed across an extended interface.

2.1.1 Point defects

Zero-dimensional lattice imperfections—primarily vacancies and heteroatom dopants—are the most extensively engineered defect class. Vacancies function as highly localized charge perturbations. In ionic solids, their generation is accurately described by Kröger–Vink notation. For example, the formation of a doubly ionized oxygen vacancy in a transition metal oxide leaves behind localized electrons that reduce adjacent metal cations, generating highly reactive, lower-valence active centers (Krishnan et al., 2022; Zheng et al., 2024). These anionic vacancies are critical across disparate fields: in green ammonia synthesis, they can provide localized electronic states that facilitate N2 or NO3 − adsorption and activation, while in advanced wastewater remediation, oxygen-deficient sites can participate in electron transfer and oxidant activation. However, the chemical consequence of a vacancy is not universal: whether it acts predominantly as an electron donor, adsorption site, redox center, or precursor to surface reconstruction depends on the host lattice and its local coordination environment. Thus, a nominally identical oxygen vacancy should not automatically be assigned the same catalytic function across different materials or reactions. Conversely, cationic defects (e.g., metal vacancies) alter the oxidation states of surrounding anions, creating electrophilic centers that excel at stabilizing oxygenated intermediates during the oxygen evolution reaction (OER) or organic electro-oxidation.

2.1.2 Extended and interfacial defects

Line defects (dislocations) and planar defects (grain boundaries, twin boundaries) introduce medium-to long-range structural discontinuities. Dislocations generate substantial lattice strain (often >2%), which systematically alters the degree of orbital overlap between adjacent atoms. Under tensile strain, the distance between metal atoms increases, narrowing the d-band and shifting its center closer to the Fermi level, which characteristically strengthens adsorbate binding (Fang et al., 2024; Luo et al., 2025; 2026). At the highest level of complexity, interfacial defects (heterojunctions and phase boundaries) induce massive, directional charge redistribution due to work function mismatch between distinct phases.

Rather than treating these defect classes as a simple hierarchy of catalytic importance, their dimensionality should be understood as a determinant of the spatial range over which structural and electronic perturbations propagate. Point defects primarily perturb local coordination and electronic states, whereas extended and interfacial defects can additionally modify strain, charge-transfer pathways, interfacial electric fields, and the distribution of active sites. The hierarchical classification of these defects, alongside their characteristic synthesis approaches and thermodynamic stability, is summarized in Table 1.

TABLE 1. Classification, thermodynamic descriptors, and representative formation energies of electrocatalytic defects.

Defect classRepresentative defectTypical formation/synthesis routeRepresentative thermodynamic quantityReported range/descriptorNormalization/basisTypical computational contextRepresentative electronic consequenceCatalytic relevance and limitations
Point defectOxygen vacancy (VO)Thermal/chemical reduction, plasma treatment, electrochemical activationDefect formation energy, ΔEf∼1–6 eVeV per defect; strongly dependent on host, surface, μO, charge state, and DFT methodTypically periodic DFT supercells; values depend on exchange-correlation functional, Hubbard U, supercell size, charge state, and chemical-potential referenceLocal coordination change, charge redistribution, defect-state formation, and possible modification of metal d-statesCan modify reactant/intermediate adsorption and charge transfer; operando stability depends strongly on potential, pH, solvation, and adsorbates
Point defectSulfur vacancy (VS)Ar-plasma treatment, chemical desulfurization, thermal treatmentDefect formation energy, ΔEf∼1–5 eVeV per defect; host- and chemical-potential-dependentTypically periodic DFT supercells; results depend on functional, supercell size, chemical-potential reference, and treatment of charge/spinLocal orbital reconstruction and altered metal–chalcogen hybridizationCan generate electronically unsaturated sites for reactant activation; susceptible to oxidation/reconstruction in aqueous environments depending on composition
Point defectMetal vacancy (VM)Selective leaching, defect-selective etching, chemical/electrochemical treatmentDefect formation energy, ΔEf∼2–10 eVeV per defect; strongly dependent on metal chemical potential and host latticeTypically periodic DFT supercells with element-specific chemical-potential references; values are sensitive to charge state, functional, and structural modelRedistribution of charge and oxidation-state changes in neighboring atomsCan create under-coordinated/electrophilic centers and alter oxygenated-intermediate binding; often associated with substantial structural perturbation
Substitutional defectHeteroatom dopantSolvothermal synthesis, ion exchange, co-precipitation, post-treatmentDopant/substitution formation energy, ΔE_sub∼0.5–4 eVeV per substitution; depends on dopant/host chemical potentials and siteTypically periodic DFT substitution models; values depend on dopant reference state, functional, supercell size, and substitution siteOrbital hybridization, local symmetry breaking, charge redistribution, and modified density of statesCan tune adsorption energetics and charge transfer; effects depend strongly on dopant identity, concentration, and coordination environment
Line defectDislocationPlastic deformation, lattice-mismatch epitaxy, defect-controlled growthDislocation/line energy∼3–10 eV nm-1 *Energy per unit length; not directly comparable with point-defect energiesTypically atomistic/periodic models of extended dislocations; values depend on dislocation character, Burgers vector, cell dimensions, strain, and boundary conditionsExtended strain field and spatially distributed orbital perturbationCan modify adsorption and charge transport over extended regions; electronic effects depend on dislocation type and local strain
Planar defectTwin boundary/grain boundaryControlled crystal growth, thermal treatment, oriented growthBoundary/interface energy∼0.5–3 eV nm-2 *Energy per unit area; not directly comparable with point- or line-defect energiesTypically periodic slab or supercell models; values depend on boundary orientation, termination, stoichiometry, cell size, and structural relaxationExtended coordination changes, strain, charge redistribution, and altered carrier/adsorbate transportCan create chemically distinct interfacial sites and transport pathways; properties depend on boundary structure and termination
Interfacial defectHeterophase/heterojunction interfaceEpitaxial growth, hybrid self-assembly, phase transformationInterface formation/adhesion energySystem-dependentTypically energy per unit area; no universal rangeInterface-specific DFT models; dependent on lattice matching, interface termination, stoichiometry, strain, and band alignmentCharge transfer, band alignment, interfacial dipoles, and local electric fieldsCan spatially redistribute charge and couple complementary reaction pathways; descriptor and stability are system-specific
Defect complexVacancy–dopant pairCo-doping, controlled annealing, reductive/oxidative treatmentComplex formation/binding energy∼1–6 eV*eV per defect complex; depends on constituent defects and reference statesTypically periodic DFT models comparing isolated and paired defects; sensitive to defect separation, charge state, supercell size, and chemical potentialsCooperative modification of local charge, spin, orbital occupancy, and coordinationCan stabilize specific configurations and create cooperative sites; benefit depends on defect proximity, concentration, and operando stability

Representative literature (Ouyang et al., 2010; Medasani et al., 2015; Mayeshiba and Morgan, 2017; Ma et al., 2019; Wan et al., 2021; Baldassarri et al., 2023; Katnagallu et al., 2023; Li and Walsh, 2025; Wang M. et al., 2025; Wei Z. et al., 2025; Yang T. et al., 2025). Ranges are provided only where a common normalization is meaningful; values should not be interpreted as directly comparable across different defect dimensionalities.

The numerical ranges are representative literature values rather than universal constants. Formation energies depend strongly on host composition, surface orientation, local coordination, defect charge state, chemical potentials, computational functional, supercell size, and treatment of solvation. For extended defects, line or area-normalized energies are used and therefore cannot be directly ranked against point-defect formation energies. Under electrochemical conditions, the relevant stability may instead be governed by a potential- and environment-dependent formation free energy, ΔGf (U,pH), which can differ substantially from a vacuum-phase DFT, formation energy. Accordingly, the values in this table are intended to illustrate the magnitude and diversity of reported defect thermodynamics rather than establish a universal stability ranking.

2.1.3 Critical perspective on defect classification

Thermodynamic quantities associated with defects vary substantially with crystal structure, surface orientation, local coordination environment, defect charge state, chemical potentials, and computational methodology. Moreover, the appropriate thermodynamic descriptor depends on defect dimensionality: point and substitutional defects are commonly described by formation energies per defect, whereas dislocations and planar defects require line- or area-normalized quantities, and heterointerfaces require system-specific interface or adhesion energies. Consequently, these quantities should not be directly ranked across different defect classes unless their thermodynamic definitions and normalization bases are equivalent. Table 1 therefore focuses on the classification of defect types, their appropriate thermodynamic descriptors, and their representative electronic consequences rather than presenting a single numerical ranking of defect stability.

A definitive conclusion emerging from this classification is that defect concentration alone is not a reliable predictor of catalytic performance. Instead, macroscopic activity is dictated by the precise interplay between operando defect stability, dynamic electronic structure modulation, and intermediate-binding energetics. Consequently, future catalyst design must pivot away from merely maximizing point defect density, prioritizing instead multi-defect synergy and interfacial polarization to deliberately bypass pristine-lattice scaling limitations. This distinction provides an important principle for the subsequent sections: defect density is a structural descriptor, whereas catalytic activity is an emergent property arising from defect identity, local electronic structure, interfacial environment, and reaction-specific energetics.

2.2 Defect formation thermodynamics: Can “as-synthesized” defects survive under applied bias?

While static density functional theory (DFT) frequently predicts enhanced catalytic activity for defect-rich surfaces, the fundamental limitation of such predictions lies in defect thermodynamics. The formation of a charged defect X in charge state q is governed by its formation energy, commonly expressed for a solid-state reference system as:where E def q and E p r i s t i n e are the total energies of the defective and pristine systems, respectively; n *i* and μ *i* denote the number and chemical potential of atoms exchanged with the corresponding reservoirs; q is the defect charge state; E *F* is the Fermi-level position referenced to the valence-band maximum E *VBM*; ΔV is the electrostatic potential-alignment correction (Van de Walle and Neugebauer, 2004; Menéndez-Proupin and Orellana, 2016; Broberg et al., 2023); and E *corr* accounts for finite-size and other corrections associated with charged-defect calculations.

Δ E f q X = E def q − E p r i s t i n e − ∑ i n i μ i + q E F + E V B M + Δ V + E c o r r

A critical vulnerability in current electrocatalysis literature is the conflation of ex-situ thermodynamic stability with operando stability. The conventional expression above is a useful solid-state reference, but it does not by itself describe the free energy of a defect at a polarized solid–liquid interface. Under electrochemical conditions, the relevant quantity is more appropriately considered as a defect formation free energy that includes the chemical and electrochemical reservoirs, solvation, entropy, and potential-dependent contributions:where U is the electrode potential and ΔG *electrochemical* represents the contribution associated with exchange of charged species and/or proton-coupled species with the electrochemical reservoirs. The exact potential and pH dependence depends on the defect chemistry and the chosen thermodynamic convention; therefore, an isolated vacuum DFT formation energy should not be interpreted directly as an operando defect stability descriptor. The chemical potential of relevant species (e.g., oxygen or hydrogen) is not necessarily constant; in an electrochemical cell, it is coupled to the surrounding chemical reservoirs and, for charged or proton-coupled processes, to the electrode potential and pH. Therefore, a high concentration of oxygen vacancies engineered under high-temperature argon annealing may become thermodynamically unstable when subjected to electrochemical polarization, potentially undergoing hydroxylation, water-mediated healing, migration, dissolution, or broader surface reconstruction (Wang X. et al., 2026).

Δ G f q U , p H = Δ E f q + Δ G s o l v + Δ G Z P E − T Δ S + Δ G c o r r + Δ G e l e c t r o c h e m i c a l U , p H

This distinction is particularly important for oxygen-deficient oxides. An oxygen vacancy observed before electrolysis may represent the precursor state rather than the catalytically dominant state during turnover. Under aqueous bias, water, hydroxide, adsorbed intermediates, dissolved ions, and the applied potential can collectively alter the relative stability of vacancy-containing and reconstructed configurations. Accordingly, defect stability should be evaluated under conditions that approximate the actual electrochemical environment whenever possible. Furthermore, defect equilibrium is intimately tied to configurational entropy. The equilibrium defect concentration (C *d*) follows a Boltzmann distribution governed by the Gibbs free energy of formation:

C d ∝ exp − Δ G f k B T

While high temperatures during synthesis drive entropic stabilization (ΔSf), room-temperature electrocatalysis operates in a regime where the enthalpic penalty (ΔHf) dominates (Kormányos et al., 2023; Hu et al., 2026; Meng et al., 2026). Consequently, many highly defective electrocatalysts exist in a kinetically trapped, metastable state. The most robust electrocatalyst designs are those where the formation energy of the defect is dynamically stabilized by the specific adsorption of the target reactant (e.g., NO3 − or N2), allowing the defect to persist through the catalytic cycle rather than undergoing irreversible reconstruction. Accordingly, defect formation energy should be interpreted as one component of a broader stability landscape rather than as a standalone predictor of catalytic durability.

2.3 Electronic structure modulation: breaking linear scaling relations

The ultimate purpose of engineering a defect is not geometric, but quantum-mechanical. Point defects and strain fields disrupt the periodic potential of the lattice, triggering orbital reconstruction that dictates adsorption thermodynamics and charge-transfer kinetics. The d-band center (ϵ d) remains the most ubiquitous electronic descriptor. However, a rigid-band shift is often insufficient to describe complex, multi-electron processes. Defects induce local asymmetry that splits the transition metal d-orbitals (e.g., eg and t2g orbitals in octahedral fields). By explicitly tuning the occupancy of the eg orbitals—which point directly toward adsorbates like *OH or *OOH—defects can decouple the binding energies of these species. For example, specific heteroatom doping adjacent to a vacancy can alter the local spin-polarization and spatial orbital overlap, successfully bypassing the universal ≈3.2 eV scaling limit between *OH and *OOH binding free energies (Fang et al., 2023; Zheng et al., 2025; Zhang Y. et al., 2026).

Nevertheless, the d-band center should be treated as a qualitative or semi-quantitative descriptor rather than a universal predictor. Its relevance depends on the electronic configuration of the active center, adsorbate orbital character, surface geometry, and degree of covalency. Other descriptors—including the work function, projected density of states, charge-transfer descriptors, adsorption free energies, local magnetic moments, and interfacial electric fields—may provide greater mechanistic relevance for specific defect–reaction combinations.

This decoupling is exactly what allows advanced defect-engineered catalysts to simultaneously accelerate water oxidation and suppress toxic byproduct formation in wastewater remediation. Additionally, defects profoundly alter the density of states (DOS) and work function (Φ). Vacancy formation frequently introduces mid-gap defect states near the Fermi level, transitioning wide-bandgap insulators (like pristine TiO2) into highly conductive, heavily doped semiconductors. This localized density of states functions as an electron reservoir, facilitating ultra-fast interfacial charge transfer. However, increased electronic conductivity should not be equated automatically with enhanced catalytic activity. A defect-induced state may facilitate charge transfer while simultaneously over-stabilizing an intermediate, promoting an undesired reaction pathway, or becoming chemically unstable under reaction conditions. Thus, electronic descriptors must ultimately be connected to reaction-specific thermodynamic and kinetic quantities.

Simultaneously, the redistribution of electron density—quantifiable via Bader charge analysis—establishes strong local electric fields at the solid-liquid interface. These localized polarization fields orient polar solvent molecules and reactants, dramatically lowering the kinetic barrier for initial electron transfer (Ren et al., 2023). The mechanistic cascade from structural defect generation to observable macroscopic performance is conceptually illustrated in Figure 1.

The physical chemistry of defect-engineered electrocatalysts. **(A)** Hierarchical classification of structural discontinuities, ranging from zero-dimensional point defects to extended interfacial boundaries. **(B)** Defect-induced orbital reconstruction, illustrating the upward shift of the transition-metal *d*-band center toward the Fermi level (E<sub>F</sub>) and the generation of localized mid-gap states for enhanced adsorbate hybridization. **(C)** Spatial mapping of localized charge redistribution triggered by an oxygen vacancy and a heteroatom dopant, establishing the highly asymmetric electronic environments required to bypass pristine-lattice scaling relations.
Figure 1. The physical chemistry of defect-engineered electrocatalysts. (A) Hierarchical classification of structural discontinuities, ranging from zero-dimensional point defects to extended interfacial boundaries. (B) Defect-induced orbital reconstruction, illustrating the upward shift of the transition-metal d-band center toward the Fermi level (EF) and the generation of localized mid-gap states for enhanced adsorbate hybridization. (C) Spatial mapping of localized charge redistribution triggered by an oxygen vacancy and a heteroatom dopant, establishing the highly asymmetric electronic environments required to bypass pristine-lattice scaling relations.

2.3.1 Comparative and reaction-specific perspective

Although defect engineering provides a common strategy for modifying interfacial electronic structure, the resulting catalytic consequences are inherently reaction-specific. For NRR, defect-induced charge redistribution, work-function modulation, and changes in metal–nitrogen orbital interactions primarily influence N2 adsorption and the energetics of hydrogenated N2 intermediates, with proton/electron transfer and HER competition strongly affecting the overall pathway. In NO3RR, the same electronic descriptors can regulate nitrate adsorption and sequential N–O bond cleavage, but the reaction additionally involves strongly solvated nitrate species and multiple proton-coupled electron-transfer steps. In electro-Fenton chemistry, by contrast, defect chemistry primarily regulates metal redox cycling and H2O2 activation rather than adsorption of a gaseous reactant, whereas PMS-based oxidation can proceed through surface electron transfer and either radical or non-radical pathways. Thus, d-band position, work function, charge redistribution, and adsorption free energy should be regarded as transferable electronic descriptors, rather than universal predictors of activity. Their mechanistic significance depends on the reactant state, solvation environment, dominant intermediates, and rate-determining step of each reaction. This distinction is central to the present review: defect chemistry provides a common language for describing interfacial electronic regulation, but it does not imply identical reaction mechanisms or a universal activity descriptor across energy-conversion and environmental-remediation processes.

2.3.2 Critical synthesis and emerging perspectives

Current consensus firmly establishes that defects act as localized electronic modulators capable of bypassing pristine-lattice scaling relations through orbital reconstruction and charge redistribution. However, a major knowledge gap persists regarding the dynamic evolution of these electronic states under operating conditions. Contradictory reports regarding the stability of oxygen vacancies in aqueous environments suggest that many reported “defect-mediated” mechanisms may actually be the result of transient surface reconstructions or operando metal leaching. Moving forward, the simple correlation between initial defect density and catalytic activity must be challenged. Future advancements will require coupling potential-dependent DFT models with operando spectroscopy to track exactly how a defect’s electronic signature fluctuates in response to applied bias and intermediate binding.

2.4 Defect-to-performance framework: From structural perturbation to reaction-specific catalysis

The preceding discussion establishes a four-stage defect–catalysis relationship:

Defect structure → Operando stability → Electronic/interfacial modulation → Reaction-specific energetics → Catalytic outcome.

At the first level, defect identity, dimensionality, concentration, and local coordination determine the accessible structural configurations. At the second level, applied potential, pH, solvent, adsorbates, and ion composition determine whether these configurations persist or reconstruct under operating conditions. At the third level, the surviving defect states modify local charge density, orbital occupation, work function, spin state, conductivity, and interfacial electric fields. At the fourth level, these changes influence reaction-specific descriptors, including adsorption free energies, proton/electron-transfer energetics, transition-state barriers, and intermediate stabilization. The resulting catalytic activity and selectivity therefore emerge from the coupling of structural, electronic, thermodynamic, and kinetic effects rather than from defect concentration alone. This framework also establishes an important boundary for cross-reaction comparison. NRR, NO3RR, electro-Fenton chemistry, persulfate activation, and pollutant electroreduction may share defect-mediated electronic and interfacial principles, but their dominant descriptors and elementary reaction steps are not interchangeable. The subsequent sections therefore use the common defect framework while retaining reaction-specific mechanistic analysis.

3 Defect-controlled electrocatalytic mechanisms and operando interrogation

The catalytic influence of defects extends far beyond simply increasing the geometric density of active sites. While literature frequently correlates increased defect concentration with enhanced performance, the fundamental origin of this enhancement lies in the ability of defects to dynamically regulate charge-transfer kinetics, alter adsorption thermodynamics, and reshape multi-proton/multi-electron energy landscapes (Jia et al., 2019; Huang P. et al., 2022; Mao et al., 2022; Zhang et al., 2025d). Many of the most critical reactions in sustainable energy and environmental remediation—such as the nitrogen reduction reaction (NRR), nitrate reduction reaction (NO3RR), and the generation of reactive oxygen species (ROS) from persulfate activation—are kinetically bottlenecked by intermediate stabilization and competing parasitic reactions. Defects function as atomic-scale electronic regulators, bypassing pristine-lattice limitations to exert disproportionate control over the overall reaction pathway.

3.1 Interfacial charge transfer dynamics: How do defects act as electron reservoirs?

Efficient electron transfer from the bulk catalyst to the solid-liquid interface is a prerequisite for high catalytic turnover. However, in semiconducting metal oxides and purely carbonaceous supports, intrinsic conductivity is often too poor to sustain industrial-level current densities. Defects fundamentally alter this limitation by generating localized mid-gap states that act as electron reservoirs (Nakayama, 2025; Shi et al., 2025). Anion vacancies provide a specific example of this phenomenon. The removal of a lattice oxygen atom frequently leaves behind excess electrons that localize on adjacent transition metal centers (e.g., reducing Ti4+ to Ti3+ in TiO2). This localized electron accumulation generates regions of high charge density perfectly suited to activate electron-deficient molecules. In both NRR and advanced oxidation processes, these electron-rich centers act as direct donors. For example, the transfer of an electron from a localized vacancy site into the antibonding π* orbital of N2 weakens the highly stable N≡N bond.

In exact parallel, identical oxygen vacancies act as direct electron donors for the homolytic cleavage of the peroxide bond in peroxymonosulfate (PMS), generating the highly oxidative sulfate radical (S O 4 · −) for wastewater remediation (Lim et al., 2019; Zhao et al., 2024; Cao S. et al., 2026).

Furthermore, interfacial defects (such as phase boundaries in heterojunctions) generate spontaneous internal electric fields. When two distinct crystallographic phases interact, their mismatched work functions drive interfacial charge redistribution until Fermi-level equilibration occurs. The resulting built-in electric field establishes a directional charge-transfer pathway, effectively suppressing electron-hole recombination and accelerating electron flux directly to the highly localized active sites. Therefore, enhanced conductivity and localized adsorption are not independent variables; they are coupled manifestations of the same defect-induced charge redistribution.

3.2 Adsorption thermodynamics: bypassing the sabatier constraints

Following rapid electron transfer, the optimization of intermediate binding energies is paramount. According to the Sabatier principle, an ideal catalyst must bind a reactant strongly enough to activate it, but weakly enough to allow product desorption. Pristine catalyst surfaces are fundamentally hindered by linear scaling relations, which enforce rigid correlations between the adsorption free energies (ΔG) of sequential intermediates. Defects provide a spatial and electronic asymmetry capable of breaking these constraints [10, 36]. In NRR, the primary kinetic bottleneck is the initial adsorption and activation of non-polar N2 (*N2 → *N2H). Defect sites—particularly dual-metal vacancies or single-atom dopants adjacent to a vacancy—alter the local d-band configuration to allow simultaneous σ-donation (from N2 to the empty metal orbital) and π-backdonation (from the metal d-orbital into the N2 π* orbital). This synergistic ‘push-pull’ mechanism modifies the thermodynamics of N2 activation, bringing the free energy of *N2H formation closer to thermoneutrality (Jin et al., 2020; Wang M. et al., 2023; Zou et al., 2024; Long et al., 2026).

Similarly, in oxygen electrocatalysis and electro-Fenton systems, pristine catalysts are plagued by a universal energy gap of approximately 3.2 eV between *OH and *OOH binding energies. By introducing a heteroatom dopant that induces a localized spin-polarization effect, the binding of *OOH can be selectively stabilized via hydrogen bonding with the dopant, without equally strengthening the binding of the preceding *OH intermediate (Zhou et al., 2023; Fu et al., 2026; Li et al., 2026). The thermodynamic consequences of this defect-induced electronic tuning are conceptually illustrated in Figure 2, which compares the reaction free-energy landscapes of pristine and defect-engineered surfaces and highlights how localized electronic perturbations alter intermediate energetics and can alleviate thermodynamic limitations associated with conventional scaling relationships.

Conceptual illustration of defect-mediated modulation of reaction free-energy landscapes. **(A)** NRR, **(B)** NO<sub>3</sub>RR, and **(C)** ORR pathways toward selective H<sub>2</sub>O<sub>2</sub> generation. **(D)** Conceptual relationship between defect sites, charge localization, electronic-structure modulation, intermediate stabilization, and catalytic performance. Defect engineering is illustrated as altering intermediate stabilization and reaction free-energy profiles, thereby modifying thermodynamic favorability and pathway selectivity. The profiles are conceptual and are not intended to represent kinetic activation barriers or quantitatively comparable calculated energies.
Figure 2. Conceptual illustration of defect-mediated modulation of reaction free-energy landscapes. (A) NRR, (B) NO3RR, and (C) ORR pathways toward selective H2O2 generation. (D) Conceptual relationship between defect sites, charge localization, electronic-structure modulation, intermediate stabilization, and catalytic performance. Defect engineering is illustrated as altering intermediate stabilization and reaction free-energy profiles, thereby modifying thermodynamic favorability and pathway selectivity. The profiles are conceptual and are not intended to represent kinetic activation barriers or quantitatively comparable calculated energies.

3.3 Reaction pathway engineering and selectivity control

Altering the free energy of a single intermediate rarely improves catalysis if it inadvertently accelerates a competing reaction. The true hallmark of effective defect engineering is reaction pathway engineering—the ability to selectively shift the rate-determining step (RDS) and suppress parasitic side reactions (Wang D. et al., 2026). The hydrogen evolution reaction (HER) is the universal parasite in aqueous cathodic electrocatalysis. In standard aqueous electrolytes, protons are vastly more mobile and abundant than dissolved N2 or NO3 −. If a defect simply lowers the work function uniformly, the surface will be immediately poisoned by strongly bound hydrogen (H), funneling all Faradaic efficiency into H2 gas.

To achieve high ammonia selectivity in both NRR and NO3RR, defects must exhibit differential stabilization. For instance, introducing a localized tensile strain around an oxygen vacancy can narrow the transition metal d-band just enough to ensure the binding of NO3 is highly exothermic, while making the adsorption of *H endothermic. This thermodynamic blockade essentially shuts down the HER pathway, ensuring that the complex eight-electron reduction of NO3 − to NH3 proceeds unhindered (Wu et al., 2023; Zhang M. et al., 2023; Dildar et al., 2026). Furthermore, the stabilization of specific partially reduced nitrogenous intermediates (e.g., *NO2, *NO, *NHO) by undercoordinated defect sites directly dictates the final product distribution. If *NO is bound too weakly at a defect, it will desorb as toxic NO gas; if it is bound strongly within the protective coordination sphere of a metal vacancy, it continues down the hydrogenation cascade toward NH3. This pathway redirection confirms that defects do not merely lower overall energy barriers; they actively steer the reaction mechanism through complex multi-electron networks.

3.4 Operando interrogation: the dynamic reality of defects

A fundamental and persistent flaw in much of the current electrocatalysis literature is the assumption that defects synthesized ex-situ (e.g., in a vacuum furnace) are identical to the active sites functioning under applied electrochemical bias. This assumption is frequently incorrect. Defect sites are intrinsically metastable. Under realistic operating conditions—involving high overpotentials, aggressive solvent interactions, and concentrated ion fluxes—catalysts continuously undergo dynamic reconstruction (Mosquera-Lois et al., 2024; Ding and Fu, 2026). If a defect heals via irreversible oxygen incorporation during anodic polarization, or migrates and agglomerates during cathodic polarization, the catalyst characterized before the reaction no longer exists. Consequently, static characterization cannot establish reliable structure–activity relationships. Establishing the true identity of the active site requires advanced operando interrogation. Importantly, however, no individual operando technique can establish the complete causal chain from defect existence to catalytic participation. A rigorous assignment of defect-mediated activity therefore requires the convergence of structural, electronic, chemical, kinetic, and theoretical evidence obtained under reaction-relevant conditions.

A useful evidence hierarchy can be established by separating six experimentally distinct questions: (i) does the defect exist, (ii) where is it located, (iii) at what concentration or population does it occur, (iv) what is its oxidation state and local electronic configuration, (v) does its structure dynamically reconstruct under applied potential, and (vi) does the defect itself participate in the rate-determining catalytic pathway? These questions should not be treated as interchangeable. For example, observation of a vacancy before electrolysis establishes its initial presence but does not demonstrate that the vacancy survives under bias; likewise, a potential-dependent change in metal oxidation state does not by itself prove that the corresponding site is catalytically active.

Accordingly, operando characterization should be interpreted as a complementary evidence matrix rather than as a collection of independent “proofs.” Operando X-ray absorption spectroscopy (XAS) is particularly valuable for tracking average or element-specific changes in oxidation state, coordination number, and local structure, but its spatial resolution is generally insufficient to assign a signal uniquely to an individual vacancy or defect unless combined with appropriate structural models. Operando Raman and FTIR spectroscopy can provide important information on surface species and transient intermediates, but the observation of a vibrational band alone does not establish that the species is bound specifically to a defect site. Spatially resolved techniques, such as scanning probe or electron-based methods where experimentally feasible, can provide complementary information on defect distribution, whereas X-ray photoelectron spectroscopy and related spectroscopies can constrain chemical states but should be interpreted cautiously when measurements are performed outside the actual electrochemical environment.

Importantly, the evidentiary strength of these measurements depends on the specific mechanistic question being tested. Defect existence or chemical-state changes should therefore be distinguished from spatial assignment, dynamic reconstruction, and catalytic participation. No single technique can generally establish all of these attributes simultaneously; in particular, spectroscopic detection of a defect or intermediate does not by itself demonstrate that the species constitutes the rate-determining active site. Robust causal assignment instead requires convergence among complementary operando measurements, controlled defect-density/activity relationships, isotopic experiments where appropriate, and potential-dependent theoretical modeling.

Table 2 compares conventional ex-situ techniques against state-of-the-art dynamic methodologies. For instance, operando X-ray absorption spectroscopy (XAS) can track the dynamic shifting of metal oxidation states in real-time, while operando Raman and FTIR spectroscopies provide valuable vibrational signatures of surface-bound species and transient reaction intermediates, including potentially elusive species such as *N2H or *NHO; however, assigning these intermediates specifically to defect sites requires corroboration from spatially resolved characterization, defect-density/activity relationships, isotopic labeling, or theory (Fabbri et al., 2017; Huang Y.-C. et al., 2022; Surya et al., 2025; Yoon et al., 2025; Lee et al., 2026). The distinction between defect identification and active-site identification is particularly important. A defect can be experimentally confirmed without being the dominant catalytic site, while an apparent correlation between defect concentration and activity can arise from concurrent changes in surface area, conductivity, morphology, oxidation state, or electrolyte adsorption. Consequently, causal attribution should ideally satisfy multiple independent criteria: (1) the defect is detected under operating conditions; (2) its population changes systematically with controlled defect density; (3) the corresponding catalytic activity or selectivity changes proportionally within an appropriate range; (4) isotopic or spectroscopic evidence connects the defect-associated interface to the relevant reaction intermediate; and (5) potential-dependent theoretical calculations reproduce the experimentally observed trends. This convergent-evidence approach provides a substantially stronger basis for active-site assignment than relying on a single spectroscopic signature or post-reaction characterization.

TABLE 2. Advanced characterization techniques: Ex-situ vs. operando interrogation of dynamic defects.

TechniqueClassificationInformation obtainedTarget defect typesMajor limitations*Critical insights for electrocatalysis
X-ray Photoelectron Spectroscopy (XPS)Ex-situSurface elemental composition and oxidation statesVacancies, dopants, surface heterojunctionsVacuum conditions entirely alter surface chemistry; cannot capture potential-induced reconstructionPervasively used to claim defect existence, but frequently overinterpreted as proof of operando active sites
Electron Paramagnetic Resonance (EPR)Ex-situ/OperandoUnpaired electrons and paramagnetic centersOxygen/sulfur vacancies, reactive oxygen radicalsLimited to paramagnetic species with suitable spin states and sufficient concentration/signal intensity; quantitative assignment can require complementary spectroscopy or theoryProvides evidence for paramagnetic defect-associated states, but does not by itself establish catalytic participation or active-site identity
Aberration-Corrected HAADF-STEMEx-situ/OperandoAtomic-scale Z-contrast imagingSingle atoms, atomic vacancies, grain boundariesHigh beam energy can artificially create or destroy defects during observationProvides high-resolution evidence for the spatial distribution of suitable atomic-scale features, but limited sampling and beam effects constrain direct correlation with catalytic activity
Operando X-ray Absorption Spectroscopy (XAS)OperandoDynamic local coordination and oxidation statesOperando vacancies, transient reconstructionRequires synchrotron access and extensive computational fitting for EXAFS regionCan reveal potential-dependent changes in local coordination and oxidation state consistent with defect reconstruction; active-site assignment requires complementary evidence
Operando Raman SpectroscopyOperandoVibrational fingerprints of lattice and adsorbatesStrain, reconstruction, bound intermediatesSuffers from fluorescence interference and low signal-to-noise ratios in aqueous mediaProvides vibrational evidence for surface reconstruction and transient intermediates; assignment to specific defect sites requires corroborating evidence
Operando FTIR SpectroscopyOperandoMolecular-level adsorbate bonding configurationsDefect-mediated adsorption sitesIR absorption by bulk water severely masks signals from surface-bound speciesUseful for tracking molecular adsorbates and reaction intermediates; mechanistic assignment requires corroboration from complementary spectroscopic, isotopic, kinetic, or theoretical evidence
Ambient Pressure XPS (AP-XPS)OperandoSurface chemistry under polarized, wet environmentsDynamic vacancies, oxidation-state shiftsOperates at “near-realistic” pressures rather than true bulk liquid electrochemical conditionsCan provide information on surface chemical-state changes under near-realistic conditions, but does not by itself establish defect survival or catalytic participation under bulk electrochemical conditions
Scanning Electrochemical Microscopy (SECM)OperandoSpatial mapping of local electrochemical activityMacroscopic active defect domainsResolution is limited to the micrometer scale, preventing atomic-level attributionCan spatially resolve electrochemical activity domains, but its resolution generally does not permit direct atomic-scale assignment of activity to individual defects

Note on Ex-situ Limitations: Readers must exercise extreme caution when evaluating literature that correlates electrocatalytic performance solely with ex-situ XPS or standard TEM data. Defects are highly metastable (Wang et al., 2020; Zhang Y. et al., 2023; Tehranchi et al., 2024). A vacancy characterized under ultra-high vacuum at room temperature is thermodynamically and kinetically distinct from a vacancy subjected to an aqueous electrolyte and a −0.8 V overpotential. Without operando validation, it is impossible to determine whether a claimed defect acts as the true catalytic center or simply triggers an irreversible surface reconstruction.

These experimental insights are only meaningful when rigorously coupled with theoretical models. However, standard static Density Functional Theory (DFT) in a vacuum is insufficient to model an aqueous, polarized interface. The frontier of mechanistic validation now requires ab initio molecular dynamics (AIMD) and constant-potential microkinetic modeling that explicitly includes solvent interactions. In particular, theoretical descriptions should account, where relevant, for explicit or implicit solvation, applied potential, electrolyte composition, interfacial electric fields, adsorbate coverage, and potential-dependent defect populations. These factors can substantially modify defect formation energetics, charge distribution, intermediate adsorption, and reaction barriers relative to predictions obtained from an isolated vacuum surface.

Only by capturing the dynamic evolution of defects as they continuously form, migrate, and participate in intermediate binding can the field move beyond correlation toward true, predictive causation (Liu et al., 2022; Zhao Z. et al., 2023; Jia et al., 2026). A particularly important emerging concept is that the “active site” should not necessarily be regarded as a static crystallographic defect. Under operating conditions, the catalytically relevant configuration may instead be a dynamically populated defect–adsorbate–solvent ensemble whose structure and electronic state depend on potential and reaction environment. Thus, an oxygen vacancy observed after synthesis may transform into a hydroxylated, reconstructed, or adsorbate-stabilized configuration during electrolysis while retaining a mechanistic relationship to the initially engineered defect. This distinction reconciles apparently contradictory reports in which nominally identical defect-rich catalysts exhibit different activities under different electrolytes or applied potentials.

The resulting evidence hierarchy can therefore be summarized as follows: defect existence establishes structural plausibility; defect localization establishes spatial assignment; spectroscopic and electronic measurements establish chemical-state changes; potential-dependent measurements establish dynamic reconstruction; and only convergent kinetic, isotopic, spectroscopic, and theoretical evidence can support causal active-site attribution. This framework is particularly important for NRR and NO3RR, where trace nitrogen contamination can mimic catalytic ammonia production, and for advanced oxidation processes, where radical or non-radical pathways may coexist and evolve with surface reconstruction.

Overall, operando interrogation should therefore move from the question “Is the engineered defect present?” to the more demanding questions “What defect configuration exists under reaction conditions?”, “How does its population evolve with potential?”, and “Does this dynamically populated configuration control the observed reaction pathway and rate?” Addressing these questions will be essential for transforming defect engineering from a predominantly structure–performance correlation into a predictive structure–mechanism framework. The resulting evidence hierarchy for identifying dynamic defect active sites is schematically summarized in Figure 3, which connects defect existence and localization with electronic-state evolution, intermediate identification, dynamic reconstruction, and ultimately causal catalytic participation.

Evidence hierarchy for identifying dynamic defect active sites under electrochemical operating conditions. Defect existence, spatial localization, electronic-state characterization, dynamic reconstruction, intermediate identification, and catalytic participation represent distinct levels of mechanistic evidence. Robust causal assignment of a defect-derived active site requires convergence of multiple complementary operando techniques with isotopic experiments, defect-density/activity relationships, and potential-dependent theoretical modeling.
Figure 3. Evidence hierarchy for identifying dynamic defect active sites under electrochemical operating conditions. Defect existence, spatial localization, electronic-state characterization, dynamic reconstruction, intermediate identification, and catalytic participation represent distinct levels of mechanistic evidence. Robust causal assignment of a defect-derived active site requires convergence of multiple complementary operando techniques with isotopic experiments, defect-density/activity relationships, and potential-dependent theoretical modeling.

3.4.1 Critical perspective for table 2

While ex-situ methods provide baseline structural confirmation, operando techniques definitively reveal that active defect populations evolve dynamically under applied potential. The true working catalyst frequently bears little resemblance to the as-synthesized material. Consequently, establishing robust, causal structure–activity relationships requires abandoning isolated ex-situ claims in favor of multi-modal operando interrogation (e.g., combining XAS for electronic evolution with Raman for intermediate tracking) validated against explicit-solvent theoretical models.

4 Defect-engineered electrocatalysts for green ammonia synthesis

The decarbonization of ammonia production represents one of the most significant challenges in sustainable chemical manufacturing. Although the Haber–Bosch process remains the industrial benchmark, its extreme thermodynamic requirements and reliance on fossil-derived hydrogen are fundamentally incompatible with carbon neutrality. Electrocatalytic ammonia synthesis offers a zero-carbon alternative, utilizing renewable electricity to drive the nitrogen reduction reaction (NRR) or the nitrate reduction reaction (NO3RR) under ambient conditions (Fang et al., 2024; Zhang B. et al., 2024). However, both pathways require navigating complex, multi-proton/multi-electron transfer networks while strictly controlling adsorption thermodynamics to suppress the ubiquitous hydrogen evolution reaction (HER). In this context, defect engineering has emerged not merely as a method to increase active site density, but as the primary lever for manipulating the localized electronic structures required to break conventional adsorption scaling relations.

4.1 NRR kinetics: overcoming the 941 kJ/mol N≡N activation barrier

The fundamental bottleneck of ambient NRR is the initial adsorption and activation of the highly inert, non-polar N≡N triple bond. On pristine metal or metal-oxide surfaces, N2 adsorption is thermodynamically unfavorable due to a lack of highly localized, high-energy electronic states capable of hybridizing with the adsorbate. Defect engineering circumvents this limitation by creating highly asymmetric coordination environments that facilitate a “push-pull” electronic interaction. Oxygen vacancies in transition-metal oxides (e.g., NiMnO3, CeO2, and Fe3O4) generate electron-rich metal centers with upward-shifted d-band positions (Li et al., 2022; Yang X. et al., 2023). These localized defect states spontaneously donate electron density into the antibonding π* orbitals of adsorbed N2, significantly weakening the triple bond. When integrated into rationally designed heterojunctions, such as Cu-[OX]-Ce interfaces or TiO2-x supported on covalent organic frameworks, the interfacial electric field restricts proton accumulation. This thermodynamically favors *N2 binding while raising the activation barrier for *H adsorption (Jing et al., 2022; Mishra et al., 2024).

This defect activation extends beyond oxides; sulfur vacancies in metal sulfides (e.g., ZnS, MoS2, and NiCo2S4) induce profound p-band and d-band reconstructions, narrowing the bandgap to accelerate interfacial electron transfer directly into the N2 adsorbate (Fei et al., 2022; Mushtaq et al., 2024; Chen et al., 2026). To maximize atomic utilization, recent advances have coupled single-metal atoms with specific defect sites. Anchoring single Ru atoms near oxygen vacancies on SnO2-x, or embedding them within 5- and 7-membered topological carbon rings, physically distorts the coordination sphere (Han et al., 2023; Zheng et al., 2023). This precise defect-induced strain can stretch the N≡N bond from its native length to 1.146 Å, drastically lowering the free energy required for the first proton-coupled electron transfer step (*N2 → *N2H) (Han et al., 2023).

Despite these elegant mechanistic rationalizations, ambient NRR remains plagued by low ammonia yields and HER dominance. While defect engineering can lower the N2 activation barrier, the thermodynamic stability of these specific defect sites—such as isolated S-vacancies or topological carbon defects—under continuous cathodic polarization remains highly questionable. Consequently, state-of-the-art NRR performance (summarized in Table 3) must increasingly be validated through rigorous isotopic labeling and operando stability tracking to definitively confirm that reported activity originates from true catalytic turnover rather than defect degradation or environmental contamination.

TABLE 3. Defect-engineered catalysts for N2 reduction: performance metrics.

Catalyst and defect architectureElectrolyte and potentialNH3 yield and maximum FENRR validation protocol*j N H 3 and energy efficiencyHER suppression strategyMechanistic interpretationRef.
Defective RuO2 nanoparticles (in situ oxygen vacancies, (VO))0.1 M KOH; −0.15 V vs. RHE16.5 μg h-1 cm-2; FE = 0.26%15N2: No; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: No∼0.078 mA cm-2; EE: NRPositively charged (VO) regions were proposed to alter local proton accessibility and suppress competing proton reductionThe authors attributed the activity to a dual-site configuration in which oxygen-vacancy-associated sites interact with N2 while neighboring Ru centers participate in proton/electron transfer. The proposed pathway is primarily supported by the reported structural/electronic analysis rather than complete isotope validation(Velayudham and Schechter, 2023)
(VO)-rich TiO2-x@COF-Aq (oxide clusters on imine COF)0.1 M HCl; −0.5 V vs. RHE30.0 μg h-1 mg-1; FE ≈ 16.0%15N2: No; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.142 mA mg-1; EE: NRStrong metal–support interaction was proposed to modify surface electronic structure and favor N2 adsorption relative to H adsorptionThe reported electronic-structure calculations attributed enhanced N2 activation to charge redistribution at the defective oxide/COF interface and stabilization of end-on N2 coordination(Mishra et al., 2024)
Single-atom Ru/SnO2-x (Ru embedded in (VO)-rich oxide)0.2 M K2SO4; −0.2 V vs. RHE32.4 μg h-1 mg-1; FE = 16.2%15N2: No; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.153 mA mg-1; EE: NRStrong Ru–support interaction was proposed to inhibit Ru aggregation into metallic configurations favorable for HER.DFT calculations attributed the enhanced activity to electronic coupling between isolated Ru and neighboring oxygen vacancies, with a calculated reduction in the barrier for the initial N2 hydrogenation step(Zheng et al., 2023)
450-NiMnO3 nanospheres (engineered oxygen vacancies)0.1 M KOH; −0.3 V vs. RHE31.4 μg h-1 mg-1; FE = 14.5%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.148 mA mg-1; EE: NRThe bimetallic environment was proposed to favor water-derived proton delivery while limiting proton recombinationThe study associated the enhanced NRR performance with vacancy-induced electronic redistribution and stabilization of early N2 hydrogenation intermediates(Li et al., 2023a)
P-doped (VS)-rich MoS2 (point defects/extended vacancy clusters)0.1 M Na2SO4; −0.6 V vs. RHE60.3 μg h-1 mg-1; FE = 12.2%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.285 mA mg-1; EE: NRP incorporation was proposed to modify the local surface environment and reduce the favorability of competing proton reductionDFT analysis attributed N2 activation to P-induced electronic redistribution around sulfur vacancies, with calculated changes in N2 adsorption and the distal hydrogenation pathway(Fei et al., 2022)
(VS)-rich NiCo2S4@MnO2 (urchin core–shell heterostructure)0.1 M KOH; −0.2 V vs. RHE57.3 μg h-1 mg-1; FE = 20.6%15N2: Yes; Ar blank: Yes; OC: No; catalyst blank: Yes; gas purification: No∼0.270 mA mg-1; EE: NRElectronic coupling at the heterointerface and sulfur vacancies were proposed to alter H adsorption and charge distributionThe reported calculations linked the heterostructure and sulfur vacancies to modified transition-metal electronic states and a calculated change in the energetics of the proposed rate-limiting step(Mushtaq et al., 2024)
Defective pyrite FeS2 ((VS)-rich biomimetic mineral)0.1 M K2SO4; −0.5 V vs. RHE67.5 μg h-1 mg-1; FE = 11.6%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.319 mA mg-1; EE: NRCharge redistribution between S and neighboring Fe sites was proposed to favor N2 activation relative to proton reductionDFT calculations suggested that sulfur vacancies modify Fe-centered electronic states and, together with interfacial water interactions, stabilize N2-derived intermediates(Lin et al., 2024)
Sc-doped (VS)-rich MoS2Pure H2O; visible light; photocatalytic124.3 μmol g-1 h-1; reported selectivity >90%15N2: No; Ar blank: Yes; dark control: Yes; catalyst blank: N/A; gas purification: NoN/A; EE: NRSc incorporation was proposed to modify the local electrostatic environment and weaken proton adsorptionThe proposed mechanism involves Sc-induced charge redistribution and altered N2 coordination at Sc–Mo sites; however, this photocatalytic system is not directly comparable with electrochemical NRR metrics(Zhang et al., 2025a)
C-doped Sb2S3 nanorods (C dots in vacancy-rich sulfide)0.1 M HCl; −0.6 V vs. RHE47.2 μg h-1 mg-1; FE = 6.4%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: No∼0.223 mA mg-1; EE: NRC incorporation was proposed to modify proton adsorption and surface electronic structureThe study attributed the improved NRR performance to the combined electronic effects of C incorporation and sulfur vacancies, with DFT indicating modified N2 hydrogenation energetics(Zhang et al., 2024d)
P-doped (VN)-rich C3N4 (P doping coupled with N vacancies)0.1 M Na2SO4; −0.3 V vs. RHE28.67 μg h-1 mg-1; FE = 22.15%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.135 mA mg-1; EE: NRP doping and N vacancies were proposed to alter proton adsorption and water activationDFT calculations suggested that P sites facilitate water activation whereas N vacancies provide electron-rich environments for N2 activation; the proposed dual-site pathway remains model-dependent(Zhao et al., 2022)
Asymmetric Sb single atom/N-Ti3C2Tx (Sb–N1C2 moiety on MXene)0.1 M K2SO4; −0.3 V vs. RHE108.3 μg h-1 mg-1; FE = 41.2%15N2: Yes; Ar blank: Yes; OC: Yes; catalyst blank: Yes; gas purification: Yes∼0.511 mA mg-1; EE: NRThe Sb single-atom environment was proposed to alter the balance between N2 and H adsorptionThe proposed mechanism involves symmetry breaking at the Sb–N1C2 site and electronic coupling between Sb, N, and Ti centers. Calculations suggested modified N2 adsorption and charge transfer, rather than establishing a universally applicable p-block mechanism(Maibam et al., 2023)
Co-doped tungsten carbide (single-atom Co in WC)0.1 M H2SO4; −0.05 V vs. RHE32.49 μg h-1 cm-2; FE = 27.17%15N2: No; Ar blank: Yes; OC: No; catalyst blank: Yes; gas purification: Yes∼0.153 mA cm-2; EE: NRAlthough H adsorption may occur, the calculated energetics of subsequent H2 formation were proposed to limit HER.DFT calculations proposed that isolated Co. sites embedded in WC modify N2 adsorption and activation through an acceptance–donation interaction; the absence of complete isotope/control validation limits the strength of experimental NRR attribution(Gu et al., 2023)

NRR Data Integrity and Evidence Hierarchy: The reduction of N2 to NH3 is susceptible to false-positive signals from nitrogen-containing contaminants, catalyst/electrolyte impurities, and feed-gas contamination. Accordingly, Table 3 audits 15N2 isotope labeling, Ar-saturated blanks, open-circuit/dark controls, catalyst/electrolyte blanks, feed-gas purification, and contaminant analysis. Studies with more complete validation protocols provide stronger evidentiary support, whereas studies lacking isotope confirmation or essential blank controls should be interpreted cautiously. Where sufficient production-rate data were available, j N H 3 was calculated using j N H 3 = 3 F m ˙ N H 3 / M N H 3; NR = not reported.

Data-comparison note: NH3 productivity, FE, and j N H 3 are reported under study-specific conditions and should not be directly ranked when electrode area, catalyst loading, electrolyte, potential, or test duration differ. DFT-derived adsorption energies and reaction barriers are reported as mechanistic interpretations rather than independent proof of the experimentally active site.

4.1.1 Critical perspective for table 3

A comprehensive analysis of state-of-the-art nitrogenous reduction systems reveals that catalytic performance is no longer limited by the mere generation of active sites, but by the precise spatial and electronic management of competitive proton reduction. As demonstrated across these diverse architectures—ranging from p-block single atoms (Sb) to complex dynamic interfaces—effective defect engineering systematically breaks pristine scaling relations. By either kinetically trapping protons, creating electrostatic repulsive fields, or altering d/p-band overlap to exclusively stabilize *N2H over *H, multi-defect and dynamically generated vacancy systems now represent the undisputed frontier for achieving commercially relevant Faradaic efficiencies in ambient N2 activation.

4.2 NO3RR: navigating complex multi-electron pathways and selectivity control

Given the severe kinetic constraints of NRR, the electroreduction of nitrate (NO3RR) has rapidly emerged as a more technologically viable route for green ammonia synthesis. Because nitrate (NO3 −) is already chemically activated, the primary electrocatalytic challenge shifts from bond activation to intermediate management. The complete reduction of NO3 − to NH3 involves eight electrons and nine protons. Therefore, catalytic selectivity is dictated by the ability of a defect site to continuously stabilize partially reduced intermediates (*NO2, *NO, *NHO) without excessively binding them to the point of surface poisoning.

Oxygen vacancies in oxides, such as Cu/Fe2O3, Fe2TiO5, and amorphous RuO2, excel at initiating this cascade by providing electrophilic centers that strongly bind the NO3 − oxyanion, facilitating rapid deoxygenation via localized charge transfer (Wang Y. et al., 2022; Du et al., 2023; Yang et al., 2024). Furthermore, designing heterostructures like Cu/Cu2O with abundant interfacial oxygen vacancies ensures a continuous supply of atomic hydrogen from adjacent domains to rapidly hydrogenate the critical *NOH intermediate (Shi et al., 2024). However, the assumption that higher defect density inherently yields better performance is a dangerous oversimplification. Recent mechanistic studies, such as those on CoOx/Fe3O4, reveal a critical threshold where excessive oxygen vacancy concentrations trap the *NO intermediate too strongly. This entirely arrests the hydrogenation process, leading to high selectivity for the toxic NO2 − byproduct rather than NH3 (Zhou et al., 2025), underscoring the necessity of precision defect optimization over mere defect maximization.

To bypass the linear scaling relations that typically link the binding energies of *NO and *NHO, advanced non-oxygen defect systems have been engineered. Nitrogen vacancies in Cu3N/GDY matrices (Zhang et al., 2024f), phosphorus vacancies in CoP-Ni2P (Gao et al., 2023), and sulfur vacancies coupled with Cu-doping in SnS2 (Li et al., 2023b) or Ni3Co6S8 (Tao et al., 2023) create highly asymmetric charge distributions. Similarly, in MoS2, carefully engineered sulfur vacancies explicitly couple H+ generation with adjacent N species, effectively turning the parasitic HER mechanism into a localized proton-supply engine for NH3 synthesis (Wang J. et al., 2023). The pinnacle of intermediate tuning is achieved through single-atom and defect synergies. Introducing single Fe atoms into TiO2 directly triggers dense interfacial oxygen vacancies that suppress proton reduction (Wang Z. et al., 2023), while precisely engineered Cu(I)-N3C1 single-atom sites break standard structural symmetry (Xue et al., 2022).

Unlike conventional symmetric Cu-N4 sites, the asymmetric N3C1 coordination localizes charge to optimally balance the adsorption energies of both *NO3 and *H, thermodynamically steering the eight-electron reduction exclusively toward NH3. A comparable symmetry-breaking strategy relies on topological line defects (e.g., 5-8-5 membered rings) in Fe-N-C catalysts, where geometric distortion induces an asymmetric charge distribution on the Fe-N4 center, fundamentally altering its interaction with NO3 − (Zhu et al., 2024). Furthermore, filling specific oxygen vacancies with sulfur species (e.g., S-Co3O4) can dramatically reduce the free energy change of *H formation, accelerating the reduction of multiple nitrogen oxyanions (Niu et al., 2023). The correlation between these precise defect architectures and NO3RR benchmarking metrics is detailed in Table 4.

TABLE 4. Benchmarks in defect-driven NO3RR.

Catalyst and defect architectureTest parameters (electrolyte, feed, loading, area)NH3 yield and max FE (%)Current and energy metrics (potential, j *geo*, j *NH3*, EE%)Validation and durability (quantification, duration)Intermediate management and selectivityCritical mechanistic insightRef.
S-modified Co3O4 Nanosheets (Sulfur-filled Oxygen Vacancies)0.1 M Na2SO4 Feed: 0.1 M NO3-Loading: 0.4 mg cm-2 Area: 1.0 cm2174.2 mmol h-1g-1 FE: 89.9% (for NO3 −)−0.6 V vs. RHEjgeo: ∼16.1 mA cm-2 jNH3: ∼14.5 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N), Griess, GC.Stability: 7 cycles (7 h)Imposes a massive 1.45 eV desorption barrier for the NO2 − intermediate, trapping it on the surface to force the complete 8e− reduction to NH3Filling vacancies with S flattens the thermodynamic barrier for the rate-determining NO<sub>2</sub> hydrogenation step (NO2→*NOOH) down to a mere 0.1 eV(Niu et al., 2023)
Cu3N/Graphdiyne (GDY) (Dynamically generated N vacancies)1.0 M KOHFeed: 0.1 M KNO3 Loading: 1.0 mg cm-2 Area: NR (carbon paper)35.3 mg h-1 mg-1 FE: 98.1%−0.9 V vs. RHEjgeo: ∼170.0 mA cm-2 jNH3: ∼166.5 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N)Stability: 10 cycles (5 h)GDY support produces highly reactive hydrogen radicals (*H) that preferentially attack the Cu3N lattice intermediates rather than recombining into H2 gasDynamic generation and recovery of N vacancies shift Cu oxidation states (1 → 0 → 1), establishing transient Cu0/N-vacancy pairs that act as the true active sites(Zhang et al., 2024f)
VCu-Au1Cu SAAs (Au1Cu (111) with Cu vacancies)0.1 M KOHFeed: 7.14 mM KNO3 Loading: 0.8 mg cm-2 Area: 2.25 cm2Yield: 555.0 μg h-1 cm-2 Max FE: 98.7%−0.2 V vs. RHEjgeo: ∼2.65 mA cm-2 jNH3: ∼2.62 mA cm-2 EE: 8.22 kWh m-3 (EEO)IC, UV-Vis, 1H-NMR (15N)Stability: 5 cycles (15 h); 4 h continuous flowElectron migration from Cu to Au creates electron-deficient Cu sites that rapidly hydrogenate adsorbed nitrate over HER.Bi-functional Cu sites promote water activation to *H and critically lower the thermodynamic energy barrier for *NH3 product desorption(Zhang et al., 2022c)
Fe-N/P-C (P-tuned Fe SAC on hollow carbon)0.1 M KOHFeed: 0.1 M KNO3 Loading: ∼1.0 mg cm-2 Area: NRYield: 18.0 mg h-1 mg-1 Max FE: 90.3%−0.4 V (Max FE), −0.8 V vs. RHE (Max Yield)jgeo: ∼170.0 mA cm-2 jNH3: ∼110.0 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N)Stability: 20 cycles (10 h)Spatial isolation and intermediate enrichment completely suppress N-N coupling pathways, definitively halting N2 gas evolutionP-doping breaks the local charge symmetry of the planar Fe-N4 structure, optimizing electron density to accelerate initial nitrate adsorption(Xu et al., 2023)
Cu-N-C (Cu SAC with Cu-N4 coordination)0.5 M Na2SO4 Feed: 50 ppm NO3 −-NLoading: 1.0 mg cm-2 Area: 4.0 cm2Yield: 9.2 mg h-1 mg-1 Max Sel: 94.0%−1.5 V vs. SCE (∼−0.85 V vs. RHE)jgeo: ∼5.8 mA cm-2 jNH3: ∼3.0 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N), in situ DEMS.Stability: 8 cycles (24 h)Isolated Cu atoms sterically restrain N-N coupling, drastically inhibiting the formation of toxic NO2- and N2O byproductsThe single-site nature flattens the potential-limiting step (*NO → *HNO) to a remarkably low energy barrier of only 0.09 eV(Chen et al., 2022)
Ag0.12CN (Ag SAC on N-vacant g-C3N4)0.1 M KOHFeed: 50 mM KNO3/2000 ppmLoading: 0.5 mg cm-2 Area: NR (carbon fiber)Yield: 0.5 mg h-1 cm-2 Max FE: >81.0%−0.6 V vs. RHEjgeo: ∼12.0 mA cm-2 jNH3: ∼6.3 mA cm-2 EE: NRUV-Vis, GC, in situ FTIR, 1H-NMR.Stability: 5 cycles (10 h)Ag single atoms capture NO3- while adjacent N-vacancies strictly manage the highly elusive NO2 to *NO conversionNitrogen vacancies induce a new Fermi-level state, creating a dual-site synergy that makes *NO2 reduction highly thermodynamically favorable(Bui et al., 2026)
Fe-N2 @ MSCA (Asymmetric Fe SAC on aerogel)0.1 M Na2SO4 Feed: 50–100 ppm NO3 −-NLoading: 2.0 mg cm-2/25 mg cm-2 (flow)Area: 1.0 cm2Yield (Cap): 29.7 g N g-1 Max Sel: 100%−0.65 V vs. RHEjgeo: ∼12.5 mA cm-2 jNH3: ∼11.3 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N), DEMS, RamanStability: 20 cycles (480 h)Charge polarization creates electron-deficient Fe to chemisorb NO3 − while electron-enriched Fe-N regions stabilize subsequent N-intermediatesDynamic valence-state modulation combined with low-coordination geometry lowers the RDS barrier (*NO → *NHO) to just 0.22 eV(Ma et al., 2026b)
Defective 585–68-FeN4 (Fe SAC with 5-8-5-line defects)DFT ComputationalFeed: TheoreticalLoading: N/AArea: N/AYield: TheoreticalMax PDS: 0.22 eVpH = 0, U = 0 Vjgeo: N/AjNH3: N/AEE: N/AN/A (Computational modeling of periodic topological defects)Thermodynamically forces *NO3 adsorption to drastically outcompete proton binding, selectively suppressing HER at limiting potentialsTopological carbon rings physically break the planar Fe-N4 symmetry without heteroatoms, hoisting the Fe center to a high-valence state (+1.24)(Zhu et al., 2024)
SV-MoS2 Nanoflowers (1T phase with sulfur vacancies)0.1 M Na2SO4 Feed: 500 ppm NO3 − Loading: 0.5 mg cm-2 Area: 6.0 cm2Yield: 111.3 μg h-1 mg-1 Max FE: 78.0%−0.6 V vs. RHEjgeo: ∼2.0 mA cm-2 jNH3: ∼0.70 mA cm-2 EE: NRIndophenol blue, Griess, GC.Stability: 7 cycles (7 h)Physically prevents the stable formation of *NO2 and *N2O3 intermediates, cutting off competitive N-N desorption pathwaysVacancies induce a −1.02 eV barrier for *H generation, physically trapping *N and *H in proximity to force rapid hydrogenation over H2 evolution(Wang et al., 2023a)
Defective Fe2TiO5 (Bimetallic oxide with oxygen vacancies)PBSFeed: 0.1 M NaNO3 Loading: NR (carbon paper)Area: 1.0 cm2Yield: 0.73 mmol h-1 mg-1 Max FE: 87.6%−1.0 V vs. RHEjgeo: ∼40.0 mA cm-2 jNH3: ∼156.3 mA mgcat -1 EE: 21.2% (Max)UV-Vis, IC, 1H-NMR (15N)Stability: 24 h cont./100 h extendedProvides an extremely low free energy (−0.28 eV) for initial NO3- adsorption, ensuring surface coverage completely chokes off N2H4 generationOxygen vacancies shift the local d-band center to a higher level, radically boosting intrinsic interfacial reaction kinetics across the bimetal(Du et al., 2023)
NiCo2O4-5 (Bimetallic oxide chains with oxygen vacancies)1.0 M KOHFeed: 0.1 M KNO3 Loading: 0.28 mg cm-2 Area: 1.44 cm2Yield: 481.8 mmol h-1 g-1 Max FE: 94.4%−0.3 V (Max FE), −0.5 V vs. RHE (Max Yield)jgeo: ∼20.0 mA cm-2 jNH3: ∼11.6 mA cm-2 EE: NRIndophenol blue, Griess, 1H-NMR.Stability: 5 cycles, long-term contHigh surface oxygen vacancy concentration binds NO3 − oxygens firmly, inhibiting premature NO2 − desorption to enforce deep continuous reductionThe local charge imbalance induces additional electron absorption by lattice oxygen, driving a highly specific sequential pathway verified by in situ FTIR.(Xu et al., 2025)
Multiscale Co3O4/Co (Nanosheets with atomic vacancies and 20 nm holes)0.1 M Na2SO4 Feed: 1000 ppm NO3-Loading: Direct growthArea: 1.0 cm2Yield: 4.43 mg h-1 cm-2 Max FE: 88.7%−0.8 V vs. RHEjgeo: ∼80.0 mA cm-2 jNH3: ∼55.8 mA cm-2 EE: NRIndophenol blue, IC, 1H-NMR.Stability: 24 h cont./12 cyclesNitrite intermediates undergo such rapid deoxygenation at atomic defects that their accumulated yield is quenched to a mere ∼0.8%Multiscale design bridges dimensions: atomic vacancies lower the RDS, while 20 nm nanoholes overcome severe mass-transport limitations(Zhao et al., 2023a)
In-situ Cu/Cu2O Nanorods (Hetero-interface with oxygen vacancies)0.5 M Na2SO4 Feed: 100 ppm NO3 −-NLoading: Direct growthArea: 1.0 cm2Yield: 4.58 mg h-1 cm-2 Max FE: 84.9%−0.6 V vs. RHEjgeo: ∼110.0 mA cm-2 jNH3: ∼57.7 mA cm-2 EE: NRColorimetric, 1H-NMR (15N)Stability: 7 cycles (7 h)Metallic Cu strictly adsorbs NO3 −, while the Cu2O phase rapidly generates *H to hydrogenate the intermediates before HER occursThe dual interface lowers the rate-limiting step (*NO → *NOH) to 0.046 eV, while vacancies explicitly weaken the initial N-O bond(Shi et al., 2024)
Cu Clusters/TiO2-x (2 nm Cu on vacancy-rich TiO2)0.1 M Na2SO4 Feed: 200 ppm NO3 −-NLoading: NRArea: NR (carbon paper)Yield: 0.11 mmol h-1 mg-1 Max FE: 81.3%−0.75 V vs. RHEjgeo: ∼45.0 mA cm-2 jNH3: ∼24.5 mA mg-1 EE: NRColorimetric, 1H-NMR (15N), DEMS, FTIR.Stability: 10 cyclesOptimizes geometric hydrogenation to occur on the oxygen atom rather than nitrogen, structurally inhibiting toxic HNO2 and NO2Vacancies act as thermodynamic sinks; one NO3 − oxygen drops into the vacancy, snapping the N-O bond instantly with a −2.79 eV energy release(Zhang et al., 2022b)
S-doped NiFe-LDH-Ov @ CuO (S-mediated lattice distortion)0.5 M K2SO4 Feed: 100 mg-N L-1 NO3 − Loading: NRArea: 2.0 cm2 (Cu foam)Yield: 2.66 mg h-1 cm-2 Max FE: 97.8%−0.4 V vs. RHEjgeo: ∼22.0 mA cm-2 jNH3: ∼33.5 mA cm-2 EE: NRUV-Vis, 1H-NMR (15N), DEMS.Stability: 20 cycles; 200 h flowDeliberately poisons the Heyrovsky step of water splitting, trapping generated *H on the surface to force continuous nitrate hydrogenationS-doping distorts the LDH structure to shift Ni/Fe d-bands upward, injecting massive electron density into *NO to collapse the PDS barrier(Ge et al., 2025)

NO3RR Performance and Data-Comparison Note: The electroreduction of NO3 −to NH3 is an 8-electron transfer process. Where sufficient production-rate data were available, ammonia partial current density (j NH3) was calculated using the conversion factor 1 μg h-1 NH3 ≈ 0.0126 mA; NR, not reported. NH3 productivity, Faradaic Efficiency (FE), and partial current densities are reported under study-specific conditions (varying feed concentrations, catalyst loadings, and cell configurations) and should not be directly ranked. Furthermore, while the listed studies report high selectivity, claims of commercial relevance remain premature without achieving industrial-level current densities (>100 mA cm-2) and demonstrating ultra-long-term stability under practical operational conditions.

4.2.1 Critical perspective for table 4

A comprehensive analysis of state-of-the-art NO3RR systems reveals that superior Faradaic efficiency is intrinsically linked to mastery over intermediate management. A defining breakthrough in this domain is the deliberate breaking of active-site symmetry. Whether achieved through heteroatom doping (e.g., P-N-C) or through non-doping topological line defects (e.g., 5-8-5 carbon rings), asymmetric sites generate a localized “push-pull” charge polarization that makes initial nitrate adsorption highly favorable without irreversibly trapping final products. Furthermore, spatial isolation in single-atom catalysts inherently eliminates competitive N-N coupling, definitively choking off N2 gas evolution. Crucially, defect engineering in NO3RR has evolved to hijack the HER mechanism rather than merely outcompete it; sulfur-doped and vacancy-rich heterostructures deliberately accelerate the Volmer step to generate *H, but structurally poison the Heyrovsky step. This “H-trapping” paradigm confines protons to the catalyst surface, forcing rapid hydrogenation of adjacent nitrogenous species. Finally, while atomic oxygen vacancies serve as powerful thermodynamic sinks to spontaneously cleave N-O bonds, the emergence of “multiscale” architectures emphasizes that incorporating nanoscale porosity is equally vital to overcome the severe mass-transport limitations of bulky nitrate ions.

4.3 Breaking the OER bottleneck: enabling anodic coupling

The industrial translation of cathodic ammonia synthesis, encompassing both NRR and NO3RR, is severely constrained by the energetic demands of the conventional anodic half-reaction, the oxygen evolution reaction (OER). Although the thermodynamic equilibrium potential for OER is 1.23 V vs. RHE under standard conditions, practical OER operation requires an additional kinetic overpotential, making the anodic reaction a major contributor to the overall cell voltage. Importantly, the actual energy requirement of a coupled electrolyzer should therefore be evaluated using the measured full-cell voltage at a defined current density rather than by assigning the 1.23 V thermodynamic potential itself as an OER overpotential. An emerging paradigm in electrocatalysis is replacing OER with thermodynamically and kinetically more favorable organic oxidation reactions, coupling ammonia production with simultaneous wastewater treatment or value-added chemical synthesis (Li J. et al., 2023). Such anodic replacement can reduce the electrical energy demand while simultaneously converting an otherwise sacrificial anodic process into a useful chemical transformation.

Defect-engineered catalysts are inherently suited for these dual-function tandem systems (Wu Z. et al., 2024). For example, replacing OER with glycerol oxidation utilizing carbon-supported CoP catalysts enables a coupled NO3RR–glycerol oxidation system that operates at 1.8 V cell voltage, simultaneously producing NH3 and value-added formate (Li J. et al., 2023). The reported system achieved an NH3 production rate of 15.2 mg h-1 cm-2 together with a formate production rate of 111.4 mg h-1 cm-2 at 1.8 V, illustrating the potential benefit of replacing an energetically demanding anodic reaction with a value-generating oxidation pathway (Li J. et al., 2023). Similarly, coupling NO3RR with anodic formaldehyde oxidation over Cu2O was reported to require a reported cell voltage of −0.19 V at 10 mA cm-2, while achieving a high Faradaic efficiency of 99.77% for NO3 − conversion to NH3 and simultaneously producing formic acid from formaldehyde oxidation (Xiao et al., 2023). Because this reported value is a measured cell voltage for the coupled two-electrode configuration rather than an equilibrium thermodynamic potential, it should not be interpreted as a universal thermodynamic requirement for NO3RR or as a directly comparable energy metric across different electrolyzer configurations.

Beyond simple voltage reduction, coupled architectures can also create process-level synergies by removing reaction intermediates that would otherwise accumulate and inhibit electrode performance. During anodic urea electrooxidation, for example, nitrite accumulation can inhibit the anodic process and reduce nitrogen selectivity. A recent cathode-assisted configuration coupled a MoNiOOH anode with a Cu/g-C3N4 cathode, where anodically generated NO2 − was selectively reduced to N2 at the cathode. This cathode–anode synergy suppressed nitrite accumulation and accelerated urea electrooxidation, demonstrating how spatially separated reactions can be coupled to alleviate intermediate inhibition (Yu et al., 2026). These examples also highlight an important distinction for defect-engineered systems: lowering the full-cell voltage does not, by itself, establish that defects are responsible for the improved energy efficiency. A causal defect–performance relationship requires the anodic and cathodic Faradaic efficiencies, current density, applied cell voltage, product selectivity, stability, and, where relevant, carbon and nitrogen balances to be evaluated under comparable operating conditions. Accordingly, comparisons of OER replacement should prioritize experimentally measured full-cell energy consumption rather than isolated half-cell potentials.

The future of defect-driven electrocatalysis therefore lies not only in optimizing cathodic active sites in isolation but also in designing integrated electrochemical architectures in which defect-regulated cathodic and anodic processes are thermodynamically and kinetically matched. Such systems can simultaneously address ammonia synthesis, pollutant removal, and value-added chemical production, but their practical significance must ultimately be judged using full-cell voltage, current density, Faradaic efficiency, product yield, stability, and energy consumption rather than single-electrode activity metrics.

5 Defect-driven advanced wastewater remediation

The increasing complexity of wastewater matrices has exposed the fundamental limitations of conventional physicochemical treatment technologies. Modern effluents are laden with recalcitrant organics—including per- and polyfluoroalkyl substances (PFAS), advanced pharmaceuticals, and endocrine disruptors—that resist traditional biodegradation. Consequently, advanced electrochemical remediation has pivoted from a strategy of simple pollutant transfer to one of complete, energy-efficient mineralization. However, the universal bottleneck in generating reactive oxygen species (ROS) or activating complex oxidants is identical to the challenge faced in green ammonia synthesis: pristine catalyst surfaces are bound by linear scaling relations that limit reaction kinetics and squander applied energy on parasitic side reactions (such as the four-electron oxygen evolution reaction, OER).Within this context, defect engineering has emerged as the definitive lever for bridging environmental remediation and fundamental electrocatalysis (Chen et al., 2023; Sun B. C. et al., 2023; Zhang M. et al., 2024; Murtaza et al., 2026). Structural imperfections—vacancies, heteroatom dopants, and synergistic single-atom sites—function not merely as high-energy binding sites, but as atomic-scale electronic regulators. By explicitly modulating local charge distributions and shifting d-band and p-band centers, defects dictate whether an oxidant is cleaved homolytically or heterolytically, steering the degradation mechanism between radical-mediated oxidation, highly selective non-radical pathways, and targeted pollutant electroreduction.

5.1 Electrochemical oxidation and electro-fenton: How do defects dictate ROS generation and Fe redox cycling?

Anodic electrochemical oxidation relies on the generation of highly reactive, surface-bound hydroxyl radicals (OH•) from water. On pristine metal oxides, the thermodynamic barrier for water dissociation (H<sub>2</sub>O→OH + H+ + e−) is often prohibitively high. Introducing oxygen vacancies into transition metal oxides (e.g., substoichiometric Ti4O7, CeO2, or La-doped SnOx) creates localized, electron-deficient metal centers (Yang C. et al., 2022; Yang M. et al., 2025; Zhuo et al., 2023). These electrophilic sites drastically lower the adsorption free energy (ΔG) for water molecules while increasing the bulk conductivity of the anode. When further engineered into heterojunctions—such as N-doped graphene encapsulated on Ti4O7 or Ru-coupled TiO2/SnO2 interfaces—the resulting localized electric fields aggressively drive the complete mineralization of extremely recalcitrant molecules like GenX and glyphosate with vastly reduced energy consumption (He et al., 2024; Liang et al., 2025).

Similarly, specific topological defects in carbonaceous anodes (e.g., B,N-codoped carbon nanowalls lacking pyridinic-N) can directly hybridize with organic pollutants, allowing for direct anodic electro-oxidation without intermediate ROS generation (Pierpaoli et al., 2024).The importance of defects becomes even more pronounced in cathodic electro-Fenton (EF) systems, where catalytic performance hinges on two sequential bottlenecks: the selective two-electron oxygen reduction reaction (2e− ORR) to generate H2O2, and the continuous regeneration of Fe2+ from Fe3+ to trigger Fenton radical generation. Pristine carbon cathodes typically suffer from poor 2e− ORR selectivity due to the over-stabilization of the *OOH intermediate, driving the parasitic four-electron reduction to water. Defect engineering elegantly breaks this scaling relation, paralleling the thermodynamic principles utilized in ammonia synthesis.

The introduction of highly asymmetric defects—such as N-S codoping in carbon substrates, atomically dispersed Co sites constrained within defective carbon nanotubes, or asymmetric Fe-O-Ce oxygen vacancies—localizes electron density precisely where it is needed (Yang et al., 2023b; Cao C. et al., 2026; Cui et al., 2026; Guo et al., 2026). This electronic asymmetry ensures that *OOH is bound optimally for protonation to H2O2 while preventing the subsequent O–O bond cleavage that leads to water formation. Concurrently, incorporating mixed-valence defect sites in transition metal catalysts (e.g., Cu-doped LaCoO3 perovskites or SO4 2--modified CexZr1-xO2) establishes rapid, localized electron-transfer channels that drastically accelerate the sluggish Fe3+/Fe2+ redox cycle, sustaining high radical yields without the need for continuous iron addition (Xie et al., 2022; Hu et al., 2024; Liu X. et al., 2025).

5.2 Persulfate activation: Can defects steer the selectivity between radical and non-radical pathways?

Beyond the electro-Fenton process, the electrochemical activation of peroxymonosulfate (PMS) and peroxydisulfate (PDS) provides a potent strategy for eliminating persistent pharmaceuticals. Traditionally, PMS/PDS activation has been viewed strictly through the lens of free-radical generation, where defect sites (e.g., oxygen vacancies in Co3O4 or sulfur vacancies in MoS2) donate localized electrons to homolytically cleave the peroxide bond, yielding highly oxidative sulfate radicals (SO4 •-) (Wang G. et al., 2022; Geng et al., 2024; Longfei et al., 2024; Li et al., 2025). However, a critical synthesis of recent literature reveals a profound limitation to the radical-centric approach: free radicals react indiscriminately. In real-world wastewater containing high concentrations of background organic matter, chloride ions, and carbonates, radicals are rapidly scavenged, severely suppressing target pollutant degradation.

The true pinnacle of defect-engineered persulfate activation lies in challenging this paradigm and harnessing non-radical pathways. Precise electronic manipulation at defect sites can fundamentally alter the PMS activation mechanism. For instance, regulating the second-shell coordination environment of single-atom Fe in a boron-doped carbon matrix drives directional electron transfer from the PMS molecule directly to the electrode (Wang Z. et al., 2025). This suppresses radical formation entirely, instead selectively generating singlet oxygen (1O2)—a highly targeted oxidant that attacks electron-rich organic pollutants while ignoring background scavengers (Zhao et al., 2024; Zhang S. et al., 2025; Zhang et al., 2026 C.). Similarly, oxygen vacancies in Fe3O4@N-C composites can bypass the radical cascade, utilizing a surface-confined charge-transfer complex that oxidizes nitroso-containing organics selectively across a wide pH range (Zhang Q. et al., 2024). This highlights a crucial design rule: the ultimate goal of defect engineering in advanced oxidation is not merely maximizing ROS density, but deliberately tuning electronic orbital overlap to secure mechanistic selectivity.

5.3 Electroreduction of priority pollutants: How do defect kinetics parallel cathodic ammonia synthesis?

While oxidative systems dominate wastewater literature, electroreductive technologies—which include the detoxification of heavy metals and the dechlorination of toxic organics—share identical mechanistic principles with cathodic ammonia synthesis (NRR and NO3RR). The reduction of highly toxic, mobile Cr(VI) to benign Cr(III), or the recovery of radioactive U(VI), requires the catalyst to securely adsorb the oxoanion, rapidly donate electrons, and suppress the ubiquitous hydrogen evolution reaction (HER). Defect sites function as ideal localized electron donors. The introduction of engineered vacancies directly alters the density of states near the Fermi level, creating a thermodynamic sink for heavy metal oxyanions. For example, oxygen-vacancy-enriched CoOx or TiO2 cathodes drastically reduce the adsorption energy of the uranyl ion (UO2 2+). The defect acts as an electron superhighway, accelerating charge transfer from the bulk semiconductor directly into the d-orbitals of the uranium species, enabling highly selective, low-potential uranium extraction from complex seawater matrices (Wang et al., 2024; Zhang Q. et al., 2025).

Furthermore, coupling defect engineering with dynamic operational modes—such as applying pulsed potentials to Fe2+-doped NiFe layered double hydroxides—allows for continuous, in situ active site regeneration, preventing the catalyst poisoning that typically plagues continuous cathodic reduction (Wang Z. et al., 2022). When advanced multi-defect carbon cathodes (e.g., dual-site N-doped, carbon-deficient structures coupled with uncoordinated Mo sites) are utilized, it becomes possible to seamlessly orchestrate the simultaneous reduction of Cr(VI) and oxidation of organic pollutants within a single, highly synergistic cell (Wu Y. et al., 2024).

5.4 Structure–activity relationships: a unified environmental–energy framework

Although wastewater remediation encompasses a vast array of target molecules and reaction conditions, a unified structure–activity framework unequivocally emerges when viewed through the lens of defect chemistry. The literature evaluated in this section and summarized in Table 5 demonstrates that macroscopic environmental performance is intrinsically linked to atomic-scale quantum mechanics. This relationship follows a definitive mechanistic cascade: specific defect architecture induces orbital reconstruction and d-band shifting, which subsequently tunes intermediate adsorption, steers the reaction pathway between radical and non-radical mechanisms, and ultimately dictates pollutant mineralization or detoxification. Crucially, this is the exact same cascade that governs N2 and NO3 − reduction to ammonia. The oxygen vacancy that lowers the barrier for *OH generation in anodic oxidation is governed by the same electronic principles as the vacancy that stabilizes the *N2H intermediate in NRR. By recognizing that energy conversion and environmental remediation are not separate disciplines, but rather two sides of the same electrocatalytic coin, researchers can leverage defect informatics from one field to rapidly accelerate breakthroughs in the other.

TABLE 5. Defect-engineered electrocatalysts for advanced wastewater remediation.

Catalyst and defect architectureAOP system and target pollutantOperating conditions (C0, pH, current)Kinetics and removal efficiency (time, kobs, mineralization)ROS and mechanistic insightRef.
3D SnOx/La-Sb(OVs via La3+ substitution)Anodic oxidationMoxifloxacin (MOX)C0: 10 mg L-1 pH: 6.5 (natural)Current: 2.5 mA cm-2Rem: ∼100% in 30 minkobs: 0.226 min-1 TOC: 41.0%ROS: OH• and Direct e− Transfer (DET)La3+-induced OVs activate the surface, boosting interfacial electron transfer and OH• generation by 103% over pristine anodes(Yang et al., 2022a)
MI-TiO2-x (OVs + Molecular Imprinting)Electro-reductionFlorfenicol (FLO)C0: 10 mg L-1 pH: 5.65 (weak acid)Bias: −1.2 V vs. Ag/AgClRem: 97.9% in 180 minkobs: 0.021min-1 TOC: N/AROS: DET (Non-radical)Spatial synergy between imprinting cavities and Ti3+ defect states restricts non-specific reactions, steering direct electron transfer specifically for C–Cl bond cleavage(Lou et al., 2023)
CuCoOx-20 Spinel(OVs via Cu doping)PMS activationTetracycline (TC)C0: 20 mg L-1 PMS: 0.2 g L-1 pH: unadjustedRem: 98.8% in 10 minkobs: 0.433 min-1 TOC: N/RROS: O2 •- and 1O2 Cu-Ov-Co3O4 active sites stretch the O–O peroxide bond of PMS, expediting Co2+/Co3+ turnover to drive a mixed oxidation cascade(Geng et al., 2024)
Co3O4-La2O3/NF(OVs via La3+ Doping)PMS activation (EC)Tetracycline (TC)C0: 30 mg L-1 pH: unadjustedCurrent: 10 mA cm-2Rem: 97.5% in 40 minkobs: 0.040 min-1 TOC: 62.9%ROS: 1O2 (Primary)Rare-earth doping induces surface oxygen vacancies that narrow the bandgap, directly mediating PMS conversion to singlet oxygen while bypassing radical scavengers(Zhao et al., 2024)
L-Cu2O/OVs-CeO2@EGF(Lewis Acid + Heterojunction OVs)Heterogeneous EFTetracycline (TC)C0: 10 mg L-1 pH: 5Current: 2.75 mA cm-2Rem: 100% in $60 minkobs: N/RTOC: N/RROS: 1O2 (Primary), OH•, O2 •- Cu2O Lewis acid sites activate O2, while dynamically regulated CeO2 OVs selectively steer the rapid conversion of intermediate radicals entirely into 1O2(Liu et al., 2025b)
WO3/SnO2-x (OVs via Interfacial Eng.)Anodic 2e- WOR/Electro-fentonUDMH (Real wastewater)C0: ∼50 mg L-1 pH: weakly acidicBias: 1.8–2.2 V vs. RHERem: ∼100% (UDMH)kobs: N/RTOC: ∼90.0% in 120 minROS: In situ H2O2 and OH• OVs trap generated O2 bubbles, locally raising O2 concentration at the catalyst surface to heavily favor the 2e− WOR pathway for H2O2 synthesis while suppressing the 4e− OER pathway(Zhang et al., 2024b)
V0.5-FeS/Co3S4@GF(Tunable Sulfur Vacancies)Heterogeneous EFBisphenol A (BPA)C0: 10 mg L-1 pH: 5.8Current: 5.0 mA cm-2Rem: 100% in 50 minkobs: 0.11 min-1 TOC: 56.2%ROS: 1O2 (Primary, 90% contribution)Sulfur vacancies shift the d-band center of Fe/Co active sites closer to the Fermi level, lowering the O2 activation barrier to steer ORR strictly toward 1O2(Zhu et al., 2026a)
FeSxOy-1:1(Defect Electrons in S-vacancies)Heterogeneous fentonQuinolineC0: 20 mg L-1 pH: ∼4H2O2: 1.47 mmol L-1Rem: 98.7% in 25 minkobs: 0.174 min-1 TOC: 56.7% (Long-term)ROS: OH• and 1O2 Defect electrons localized in sulfur vacancies act as local electron-rich centers, rapidly shuttling electrons to regenerate Fe(II) from Fe(III), bypassing the traditional kinetic bottleneck of Fenton chemistry(Hu et al., 2023)
Co3O4-CeO2/NF(OVs via Ce redox cycle)PMS activation (EC)Ceftiofur Sodium (CEF)C0: 30 mg L-1 pH: 3Current: 10 mA cm-2Rem: 94.3% in 40 minkobs: N/RTOC: 50.3%ROS: 1O2 Highly reversible Ce3+/Ce4+ pairs continuously regenerate surface oxygen vacancies under bias, specifically anchoring intermediate SO5 •- to accelerate its conversion into 1O2(Wang et al., 2022a)
LaCo0.4Cu0.6O3- δ (OVs via B-site Cu sub.)Heterogeneous EFCiprofloxacin (CIP)C0: 20 mg L-1 pH: 3Current: 5.0 mA cm-2Rem: 98.8% in 120 minkobs: 0.039 min-1 TOC: 84.5%ROS: OH• and O2 •- (Mixed)Establishing highly reversible Co2+/Co3+ and Cu+/Cu2+ dual redox couples radically enhances the 2e− ORR, bypassing the thermodynamic limits of monometallic perovskites(Xie et al., 2022)
Fe3O4@N-C(Vo-rich Inverse Spinel)Electro-fentonp-Nitrophenol (PNP)C0: 20 mg L-1 pH: 5.9 (natural)Current: 15 mA cm-2Rem: 95.6% in 30 minkobs: 0.157 min-1 TOC: N/RROS: 1O2 (non-radical)Electron-rich OVs dramatically accelerate H2O2 cleavage into radicals that instantly recombine into singlet oxygen, enforcing a highly targeted non-radical regime(Zhang et al., 2024c)
GF/PDA/TiO2-NT/SnO2/Ru(Lattice O Activation via Ru)Electrocatalytic oxidationGlyphosate (GH)C0: 0.59 mM (∼100 mg L-1)pH: 3Current: 7 mA cm-2Rem: ∼100% in 30 minkobs: N/RTOC: 59.0%ROS: O2 •- (Lattice mediated)Trace Ru modulates metal-oxygen covalency, lowering lattice oxygen binding energy to drive direct interfacial ROS evolution without relying on bulk peroxide(He et al., 2024)
MnVOx (OVs via V-doping into MnO2)Heterogeneous EFRhodamine B (Rh B)C0: 200 mg L-1 pH: 3Voltage: 2.6 VRem: 96.7% in 120 minkobs: 1.315 h-1 TOC: 95.7%ROS: OH•, O2 •-, and 1O2 Vanadium doping disrupts the MnO2 lattice to generate abundant OVs. Reversible V5+/V4+ and Mn2+/Mn3+/Mn4+ redox cycling accelerates H2O2 generation and subsequent ROS cascades(Liu et al., 2025a)
Co1/Zn1-NPC(Defective Co-N co-doped C)Electro-fentonTetracycline (TC)C0: 20 mg L-1 pH: 5Current: 6 mA cm-2Rem: 100% in 120 minkobs: 0.041 min-1 TOC: 64.0%ROS: OH• (Primary)Bifunctional design where carbon defects and graphitic-N drive selective 2e− ORR to H2O2 (>80% selectivity), while Co and pyridinic-N instantly decompose it into OH• radicals(Hu et al., 2023)
nZVI/SBC(Nano ZVI on Biochar)Heterogeneous EFMethylene Blue (MB)C0: 100 mg L-1 pH: 5Current: 150 mARem: 99.5% in 180 minkobs: N/RMineralization: 66.8%ROS: OH• (Primary)Micro-electrolysis on the sludge-derived biochar drives continuous nZVI leaching of Fe2+, coupling with cathodic H2O2 generation to form potent OH•(Lu et al., 2024)

Data-Comparability and Kinetic Context Note: The performance metrics provided illustrate the state-of-the-art capabilities of defect-engineered electrocatalysts. However, it must be rigorously noted that degradation kinetics are intrinsically dependent on the target organic molecule’s structure, initial loading concentration (C0), reactor geometry, and applied current density/bias. Consequently, removing 99% of a 10 mg/L pollutant cannot be mathematically equated to removing 99% of a 200 mg/L pollutant. Therefore, these values and kinetic rate constants (kobs) are intended to demonstrate mechanistic trends, shifts in ROS, pathways, and catalyst viability rather than to serve as a direct, absolute ranking of catalytic superiority across disparate studies.

5.4.1 Critical perspective for table 5

A profound paradigm shift is evident across state-of-the-art environmental electrocatalysis: the deliberate transition from indiscriminate radical generation to highly targeted, non-radical pathways. While traditional anodic oxidation and electro-Fenton systems relied on oxygen vacancies to maximize OH• and SO4 •- evolution, these radicals are aggressively scavenged by background organic matter in real wastewater. By leveraging precise defect engineering—such as Ce3+/Ce4+ redox cycling or trace Ru doping—catalysts can now structurally stretch peroxide bonds or instantly recombine intermediate radicals into singlet oxygen (1O2). This non-radical species specifically attacks electron-deficient pollutants (e.g., the nitroso groups in p-nitrophenol) while ignoring background scavengers. Furthermore, defect engineering successfully bypasses the universal kinetic bottleneck of electro-Fenton systems: the sluggish Fe(III)/Fe(II) reduction. The introduction of built-in defect electrons via sulfur vacancies or dual Co/Cu redox couples provides an inexhaustible, localized electron conduit that maintains perpetual catalytic turnover without requiring chemical addition.

6 Unified design principles and emerging paradigms

The rapid expansion of defect-engineered electrocatalysis has generated a vast repository of data spanning diverse materials, electrolytes, and target reactions. Despite the apparent complexity of the field, a profound convergence emerges: macroscopic catalytic activity is governed less by the bulk identity of the catalyst and more by how highly localized defects regulate the quantum-mechanical environment at the solid-liquid interface. Whether the target is ambient nitrogen reduction, nitrate conversion, or the generation of reactive oxygen species (ROS) for wastewater remediation, the underlying physical chemistry is identical. This mechanistic universality signals the end of the empirical “cook-and-look” era of catalyst development. The historical approach of indiscriminately introducing defects and blindly correlating them with performance metrics is fundamentally flawed, as defect concentration alone does not dictate catalytic behavior. Instead, the future of electrocatalysis relies on establishing quantitative, causal frameworks: leveraging multi-defect synergy to bypass universal scaling limits, employing artificial intelligence to map multidimensional design spaces, and utilizing operando techniques to track the dynamic evolution of defects under applied bias.

6.1 Universal descriptors: predicting catalytic turnover from quantum mechanics

A central challenge in contemporary electrocatalysis is establishing universal descriptors that predict performance across disparate chemical systems. Traditional geometric metrics, such as surface area or pore volume, fail entirely in defect-engineered systems, where atomic-scale perturbations dictate macroscopic output. Instead, predictive catalyst design must rely on a strict hierarchical cascade: specific defect architecture dictates the electronic descriptor, which tunes intermediate binding energies (ΔG), ultimately governing reaction kinetics. The d-band center (ϵ d) remains the preeminent electronic descriptor for transition-metal catalysts. Defect-induced spatial distortions alter the overlap between metal d-orbitals and adsorbate frontier orbitals, effectively shifting ϵ d relative to the Fermi level. However, a rigid band-shift model is often insufficient. Advanced descriptors increasingly incorporate the p-band center for non-metallic catalysts, the work function (Φ), and localized electron localization functions (ELF). The true value of these universal descriptors lies in their ability to map thermodynamic energy landscapes. By correlating an easily computable electronic descriptor with the adsorption free energies of key intermediates (e.g., Δ G * N 2 H for NRR, or Δ G * O H for ROS generation), researchers can establish “volcano plots” (Figure 4) that mathematically predict the theoretical maximum activity of a novel defect architecture before it is ever synthesized in the laboratory.

Predictive descriptor mapping and the Sabatier principle in defect electrocatalysis. A conceptual volcano plot illustrating the fundamental thermodynamic limits of pristine catalytic lattices (gray spheres). Pristine materials frequently fall on the extreme slopes of the energy landscape, suffering from either excessively strong intermediate binding (leading to active-site poisoning) or excessively weak binding (leading to poor reactant activation). Defect engineering allows researchers to systematically tune universal electronic descriptors—ranging from rigid *d*-band center shifts (ϵ d − E F) to advanced spatial metrics like the electron localization function (ELF) and work function (Φ). This deliberate orbital reconstruction modulates the adsorption free energy, driving the intrinsic theoretical activity (red spheres) directly up the thermodynamic slopes toward the theoretical optimum (blue star).
Figure 4. Predictive descriptor mapping and the Sabatier principle in defect electrocatalysis. A conceptual volcano plot illustrating the fundamental thermodynamic limits of pristine catalytic lattices (gray spheres). Pristine materials frequently fall on the extreme slopes of the energy landscape, suffering from either excessively strong intermediate binding (leading to active-site poisoning) or excessively weak binding (leading to poor reactant activation). Defect engineering allows researchers to systematically tune universal electronic descriptors—ranging from rigid d-band center shifts (ϵ d − E F) to advanced spatial metrics like the electron localization function (ELF) and work function (Φ). This deliberate orbital reconstruction modulates the adsorption free energy, driving the intrinsic theoretical activity (red spheres) directly up the thermodynamic slopes toward the theoretical optimum (blue star).

6.2 Multi-defect synergy: bypassing the sabatier limit

While isolated point defects (e.g., single oxygen vacancies) provide significant enhancements over pristine lattices, they remain fundamentally constrained by the Sabatier principle. An isolated defect cannot independently optimize the binding energies of multiple sequential intermediates without encountering linear scaling relations. The most sophisticated, high-performance systems currently reported rely on multi-defect synergy—strategically combining vacancies, dopants, and phase boundaries to decouple these intermediate binding energies and distribute catalytic functions. The coupling of a heteroatom dopant with an oxygen vacancy is a prime example of this synergistic decoupling. Introducing large, highly polarized rare-earth cations like Ce3+ into CoNi layered double hydroxides, or La3+ into SnOx lattices, does not merely add a secondary active site. Instead, the dopant strongly polarizes the adjacent oxygen vacancy, preventing it from healing under anodic bias while creating an extreme local charge asymmetry that accelerates OH• generation by over 100% compared to pure vacancy systems (Yang C. et al., 2022; Wei X. et al., 2025).

When applied to the electro-oxidation of antibiotics, these vacancy-dopant synergies achieve near-complete mineralization at fractions of the energy cost of state-of-the-art boron-doped diamond electrodes. This synergy extends effectively into metal-free systems and complex tandem configurations. In nitrogen self-doped biochar, the simultaneous presence of topological nitrogen vacancies and graphitic nitrogen establishes dual active sites: the graphitic N facilitates rapid H2O2 generation, while the highly electron-trapping N-vacancies instantly activate the peroxide to yield a precise mixture of both radical (OH•, O2 •-) and non-radical (1O2) oxidants (Zhang T. et al., 2022; Chen et al., 2023). At the device level, combining distinct defective electrodes—such as pairing an oxygen-vacancy-rich TiO2 anode with a fluorine-doped porous carbon cathode—creates a closed-loop anodic oxidation-assisted electro-Fenton (AO-EF) system. The cooperative electron transfer across this macroscopic tandem setup can multiply degradation kinetic rate constants by over 40-fold relative to isolated half-cell reactions (Zhao et al., 2026). These complex cooperative mechanisms and their corresponding computational descriptors are categorized in Table 6. The prevailing consensus is clear: next-generation catalytic activity requires the deliberate orchestration of multiple defect types to break molecular scaling constraints.

TABLE 6. Multi-defect synergy and activity descriptors in electrocatalysis.

Multi-defect ConfigurationElectronic and mechanistic synergyTarget Reaction(s)Key computational descriptorsCritical insights
Vacancy + Dopant (e.g., V<sub>o</sub> + N/P/S/Metal)Dopant chemically stabilizes the metastable vacancy while the vacancy amplifies localized charge redistributionNRR, NO3RR, AOPsd-band center, Bader charge, Vo formation energy (ΔEf)The most ubiquitous and reliable strategy for simultaneously maximizing charge asymmetry and preventing operando defect healing
Vacancy + Strain (e.g., V<sub>o</sub> + Tensile Strain)Strain physically alters atomic distances, reconstructing orbitals around the defect to delocalize trapped electronsNRR, HER, OERStrain tensor, Projected DOS (PDOS), continuous d-band shiftingExerts extreme mechanical control over orbital overlap, providing a dial to finely tune adsorption energies beyond the Sabatier peak
Vacancy + Grain Boundary (e.g., V-rich nanocrystals)Grain boundaries act as highly conductive electron transport highways feeding directly into localized vacancy trapsNO3RR, Electro-oxidationWork function, Charge density differenceProves that current density is heterogeneous; catalytic “hotspots” overwhelmingly originate at the boundaries rather than bulk terraces
Vacancy + Dislocation (e.g., V<sub>o</sub> near edge defects)Long-range dislocation strain fields thermodynamically anchor and stabilize clusters of localized point defectsOER, Electro-FentonElectronic Localization Function (ELF), defect interaction energyA frequently overlooked architecture that bridges the gap between atomic activation and macroscopic charge mobility
Vacancy + Phase Boundary (e.g., Multiphase heterojunctions)Mismatched work functions generate built-in electric fields, driving directional electron flow directly into the defective activation siteNRR, NO3RR, AOPsElectrostatic potential mapping, interfacial charge-transfer energyEssential for complex, multi-step cascades; physical charge separation drastically improves overall Faradaic efficiency
Dual Vacancy System (e.g., Metal V + Oxygen V)Generates adjacent, highly polarized electron-rich (anionic) and electron-deficient (cationic) centersNO3RR, NRR, OERV-V interaction energy, Crystal Orbital Hamilton Population (COHP)Decouples sequential intermediates perfectly; one site stabilizes the adsorbate while the adjacent site activates the incoming proton/electron
Single-Atom + Vacancy (e.g., M-N<sub>4</sub> adjacent to V)The vacancy breaks the geometric symmetry of the isolated metal atom, inducing an asymmetric “push-pull” charge stateNRR, NO3RR, CO2RRd-band splitting, coordination number, spatial spin polarizationRepresents the absolute frontier for breaking scaling relations, allowing enzymatic-like side-on adsorption of inert N2
Triple-Defect Synergy (e.g., Single-Atom + Dopant + V)Imposes multi-level, cascading electronic regulation to independently control charge transfer, adsorption, and desorptionGreen NH3 Synthesis, Pollutant ElectroreductionIntegrated multiparameter analysis, AI-derived non-linear descriptorsValidates that future catalytic optimization will rely entirely on complex defect cooperation rather than isolated atomic imperfections

6.2.1 Critical perspective for table 6

The era of isolated point-defect engineering has reached its thermodynamic limit. As demonstrated across these synergistic architectures, single defects are fundamentally constrained by rigid intermediate scaling relations. Multi-defect configurations—such as coupling a symmetry-breaking vacancy with an isolated single-atom site, or anchoring vacancies within the built-in electric field of a phase boundary—represent the only viable strategy to independently decouple adsorption, activation, and desorption kinetics. Consequently, the frontier of electrocatalysis has shifted from merely increasing defect density to engineering complex, highly asymmetric electronic microenvironments.

Rather than assuming a universal descriptor across all reactions, defect engineering should be interpreted as a common strategy for modifying interfacial electronic structure, while the relevant descriptors and mechanistic consequences remain reaction-specific (Figure 5).

Reaction-specific descriptor map for defect-mediated catalytic regulation. Defect engineering induces shared electronic effects, while the relevant descriptors and mechanistic pathways remain reaction-specific across NRR, NO<sub>3</sub>RR, ORR/ROS generation, and PMS activation.
Figure 5. Reaction-specific descriptor map for defect-mediated catalytic regulation. Defect engineering induces shared electronic effects, while the relevant descriptors and mechanistic pathways remain reaction-specific across NRR, NO3RR, ORR/ROS generation, and PMS activation.

6.3 AI-guided and data-driven design: the digital catalyst revolution

The combinatorial complexity of multi-defect engineering—factoring in defect type, spatial distribution, doping elements, and support interactions—creates a design space too vast for experimental trial-and-error. Artificial intelligence (AI) and high-throughput computational screening are fundamentally disrupting this bottleneck (Gao S. et al., 2022; Rehman et al., 2022; Lun et al., 2025; Li and Wang, 2026). Digital catalyst discovery relies on density functional theory (DFT) to generate massive datasets of defect formation energies (ΔE *f*), d-band shifts, and intermediate binding free energies. Machine-learning algorithms, such as graph neural networks and random forests, ingest these datasets to identify hidden, nonlinear structure–property relationships. Crucially, AI models can rapidly predict the thermodynamic stability of a proposed defect under specific electrochemical potentials, screening out thousands of configurations that would otherwise spontaneously heal or degrade operando. The field is rapidly moving toward a closed-loop framework: AI algorithms predict the optimal multi-defect configuration for a specific reaction (e.g., breaking the OH/OOH scaling relation for targeted singlet oxygen generation), autonomous robotic laboratories synthesize the material, and operando performance data is fed back into the algorithm to continuously refine the predictive model.

6.4 Dynamic defect electrocatalysis: the operando reality

Perhaps the most profound paradigm shift in modern electrocatalysis is the critical realization that defects are dynamically evolving entities (Zhang Y. et al., 2023; Wang X. et al., 2026). The historical assumption that a catalyst’s ex situ structure strictly dictates its working performance is fundamentally flawed. Under the extreme polarization, local pH gradients, and highly reactive intermediate coverage of a working electrochemical cell, crystalline lattices undergo continuous reconstruction. “As-synthesized” defects frequently act merely as precatalysts. During the first few minutes of applied bias, oxygen vacancies may migrate to the surface and amalgamate, metal dopants may selectively leach into the electrolyte, and the surface may transition from a crystalline oxide to an amorphous, defect-rich hydroxide layer. Consequently, the true active sites driving the reaction often exist only as transient, bias-induced states.

If defects evolve continuously, static ex situ characterization (e.g., vacuum XPS or standard TEM) provides an inaccurate picture of the catalytic mechanism. Future defect engineering must prioritize dynamic stability—designing lattices that intentionally reconstruct under bias to expose specific, highly active transient defect states, and subsequently revert to a stable resting state when the potential is removed. Understanding and controlling this operando defect mobility represents the ultimate frontier in designing multifunctional catalysts for both continuous energy conversion and aggressive wastewater matrices.

7 Translational outlook and future perspectives

Defect engineering has evolved from a niche materials-modification strategy into the dominant paradigm of modern electrocatalysis. By deliberately introducing structural discontinuities, researchers have successfully localized charge density, shifted d-band centers, and systematically bypassed the universal linear scaling relations that historically crippled the efficiency of pristine catalyst lattices. Nevertheless, a severe translational gap persists between academic demonstrations in idealized laboratory cells and the rigorous demands of industrial implementation. The field is currently undergoing a critical transition from a discovery-driven era into an engineering-driven era. The central scientific question is no longer whether defects can improve catalytic performance, but rather how highly active, metastable defect configurations can be precisely manufactured, dynamically sustained, and scaled into commercially viable architectures. Achieving this transition requires abandoning empirical trial-and-error optimization in favor of rigorous defect metrology, predictive artificial intelligence, and systems-level integration.

7.1 Defect metrology and atomic precision: moving beyond statistical ensembles

A fundamental limitation of current electrocatalysis research is the reliance on bulk synthesis techniques, such as thermal annealing in reducing atmospheres or plasma etching, which yield statistically random defect distributions. Consequently, the observed macroscopic catalytic activity is merely an ensemble average of diverse, uncharacterized active sites. This lack of atomic precision obfuscates true structure–activity relationships and renders computational modeling highly idealized.

The future of catalyst synthesis must transition from bulk defect generation to atomic-scale defect programming. Emerging methodologies—such as area-selective atomic layer deposition (ALD), molecular precursor self-assembly, and defect-seeded epitaxial growth—will be required to engineer specific coordination environments, such as precisely placing a single Ru atom adjacent to an oxygen vacancy without disrupting the surrounding lattice. Paralleling this synthetic precision, advanced defect metrology must become standard practice. Leveraging aberration-corrected high-angle annular dark-field scanning transmission electron microscopy (HAADF-STEM) coupled with operando scanning tunneling microscopy (STM) will allow researchers to visualize the spatial distribution of defects and definitively confirm that the theoretical active site matches the physical reality.

7.2 Dynamic defect kinetics: overcoming lattice healing and operando degradation

While vacancies and dopants elevate catalytic activity, they simultaneously inject profound thermodynamic instability into the lattice. By definition, a defect is a high-energy structural state. Under the aggressive conditions of industrial electrocatalysis—which involve extreme polarization, radical generation, and complex wastewater matrices—defects exhibit an overwhelming thermodynamic drive to minimize their free energy via reconstruction, agglomeration, or lattice healing. The widespread academic reliance on ex situ stability testing before and after chronopotentiometry completely masks the dynamic reality of the interface. For example, oxygen vacancies frequently “heal” via the irreversible incorporation of oxygen species during anodic polarization, or trigger catastrophic lattice dissolution during intense cathodic bias. Moving forward, the objective cannot simply be to lock defects into rigid, thermodynamically unnatural states. Instead, the paradigm must shift toward engineering dynamic defect kinetics. Future high-performance catalysts will likely be designed as adaptive interfaces, where the applied overpotential continuously drives the reversible exsolution and dissolution of active dopants, or where the adsorption of a reactant such as NO3 − spontaneously induces a transient vacancy that subsequently heals upon product desorption.

7.3 Industrial translation: bridging the gap from laboratory cells to techno-economic reality

The fundamental thermodynamics and kinetics of an electrocatalytic reaction change drastically as current densities scale from the 10-mA cm-2 typical of laboratory-scale H-cells to the >500 mA cm-2 required for industrial viability. At commercial current densities, mass transport limitations dominate, local pH gradients at the solid-liquid interface become extreme, and the chemical potentials of reactive intermediates shift dramatically. Consequently, defect-engineered catalysts must be seamlessly integrated into zero-gap membrane electrode assemblies (MEAs) and continuous-flow architectures. The design of these systems requires an intimate understanding of how gas-diffusion layers, ionomer networks, and defect-rich catalyst nanoparticles interact. A highly active defective catalyst is useless if its localized charge is insulated by poor ionomer integration or if its nanostructure collapses under high hydraulic flow rates.

It is important to stress that the industrial implementation is ultimately gated by techno-economic analysis (TEA) and life-cycle assessment (LCA). The synthesis of an atomically precise, multi-defect catalyst must not consume more energy or rely on more critically scarce elements, such as Ru or Ir, than the environmental or energy benefits it provides. Future research must rigorously evaluate catalyst performance through the dual lenses of the levelized cost of ammonia (LCOA) and complete mineralization efficiency per kilowatt-hour.

7.4 Closing vision: a unified defect paradigm for a circular economy

Historically, green energy conversion and environmental remediation have been treated as disparate disciplines, published in different journals and analyzed using distinct theoretical frameworks. This review definitively challenges that compartmentalization. The activation of the N≡N bond, the electroreduction of NO3 −, the two-electron reduction of O2 to H2O2, and the selective generation of singlet oxygen (1O2) from persulfate are universally governed by the exact same principles of defect chemistry: localized charge redistribution, d-band shifting, and the breaking of linear scaling relations.

This mechanistic convergence provides a unified scientific language capable of accelerating breakthroughs in both fields simultaneously. More importantly, it unlocks the ultimate vision of a circular economy: multifunctional defect electrocatalysts operating within closed-loop systems.

In such integrated reactors, toxic nitrate runoff is no longer viewed merely as a pollutant requiring destruction, but as a heavily subsidized, thermodynamically favorable feedstock for decentralized green ammonia synthesis. Similarly, organic contaminants are not just mineralized; they are electro-oxidized at the anode to replace the sluggish oxygen evolution reaction, driving down the overall cell voltage for cathodic fuel production. Ultimately, defects are the atomic-scale regulators that will enable this electrified, closed-loop future. By marrying rigorous operando quantum mechanics with AI-guided discovery and industrial reactor engineering, defect electrocatalysis is poised to transcend materials science, becoming the foundational technology for a sustainable, carbon-neutral global infrastructure.

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Footnotes

Edited by: Valentín Briega-Martos, Cornell University, United States

Reviewed by: Xiaomin Xu, Curtin University, Australia

Raman Kumar, Guru Nanak Dev Engineering College, India

Cui Lai, Hunan University, China

Statements

Conflict of interest

The author(s) declared that this work was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

The author AAO declared that they were an editorial board member of Frontiers at the time of submission. This had no impact on the peer review process and the final decision.

Funding

The author(s) declared that financial support was not received for this work and/or its publication.

Author contributions

AAO: Conceptualization, Data curation, Supervision, Validation, Visualization, Writing – original draft, Writing – review and editing. AI: Conceptualization, Data curation, Formal Analysis, Writing – original draft. AA: Conceptualization, Data curation, Methodology, Validation, Writing – original draft, Writing – review and editing. ASO: Conceptualization, Data curation, Formal Analysis, Investigation, Writing – original draft.

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Citation

Oladipo, A. A., et al. (2026). Defect chemistry in electrocatalysis: mechanistic insights and design principles for sustainable energy conversion and environmental remediation. Frontiers in Catalysis, Volume 6. https://doi.org/
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Copyright © 2026 Oladipo, Ibrahim, Aleshinloye and Oladipo.

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*Correspondence: Akeem Adeyemi Oladipo

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