Sahil
Garg
a,
Mengran
Li
*a,
Adam Z.
Weber
b,
Lei
Ge
ac,
Liye
Li
d,
Victor
Rudolph
a,
Guoxiong
Wang
a and
Thomas E.
Rufford
*a
aSchool of Chemical Engineering, The University of Queensland, St Lucia 4072, Australia. E-mail: m.li6@uq.edu.au; t.rufford@uq.edu.au
bJoint Center for Artificial Photosynthesis, Lawrence Berkeley National Laboratory, 1 Cyclotron Rd, Berkeley, CA 94720, USA
cCenter for Future Materials, University of Southern Queensland, Springfield 4300, Australia
dHBIS Group Technology Research Institute, Shijiazhuang, 050023, China
First published on 12th December 2019
Electrochemical CO2 reduction (CO2R) is one of several promising strategies to mitigate CO2 emissions. Electrochemical processes operate at mild conditions, can be tuned to selective products, allow modular design, and provide opportunities to integrate renewable electricity with CO2 reduction in carbon-intensive manufacturing industries such as iron and steel making. In recent years, significant advances have been achieved in the development of highly efficient and selective electrocatalysts for CO2R. However, to realize fully the potential benefits of new electrocatalysts in low cost, large scale CO2R electrolyzers requires advances in design and engineering of the CO2R process. In this review, we examine the state-of-the-art in electrochemical CO2R technologies, and highlight how the efficiency of CO2R processes can be improved through (i) electrolyzer configuration, (ii) electrode structure, (iii) electrolyte selection, (iv) pH control, and (v) the electrolyzer's operating pressure and temperature. Although a comprehensive review of catalytic materials is beyond this review's scope, we illustrate how other engineering and design decisions may also influence CO2R reaction pathways because of effects on mass transfer rates, the electrode surface chemistry, interactions with intermediate reaction species, and rates of charge transfer.
Fig. 1 Closing the carbon cycle. CO2 electrolyzer utilizing renewable energy can convert the captured CO2 into chemicals or fuels for direct usage or energy storage. |
Table 1 shows several organisations report electrochemical CO2R technologies to operate at pilot-scale with current densities in the range j = 100–200 mA cm−2. These technologies could lead to commercially viable processes to convert CO2 to CO,13 light hydrocarbons including CH4 and C2H4,14 alcohols,15 and chemical feedstocks like formic acid (HCOOH).16 However, most of these technologies are currently too costly for practical applications and market penetration. The first challenge to low cost CO2R is the high energy requirement to break bonds in the CO2 molecule.17 The second challenge is to achieve a high selectivity of CO2 to desired products to minimize costs and complexity of product separation processes. Achieving high selectivity is difficult because a large number of CO2R reactions and the competing hydrogen evolution reaction (HER) all have standard potentials (Eo) in a narrow range (−0.25 V to 0.17 V vs. standard hydrogen electrode (SHE)) as shown in Fig. 2. The third challenge is to ensure the overall rate of reaction is not limited by rates of CO2 mass transfer from the gas phase to electrolyte and to active sites on the cathode catalyst. The fourth practical challenge is to maintain stable electrocatalyst performance over extended operating periods because the catalyst can be poisoned by impurities in the electrolytes18,19 or CO2 feed gas (e.g. sulphur compounds), or by products stemming from corrosion of the electrolyzer components.20–26
Technology (location) | Throughput/scale | Reactor configuration | Catalysts | Electrolyte | Target Products | Notes | Reference |
---|---|---|---|---|---|---|---|
a The information presented in above table is mostly collected from relevant papers or websites. Some companies have not publicly disclosed any data on CO2 electrolysis amid high competition. | |||||||
Opus-12 (Berkeley, USA) | Lab-scale | Proton exchange membrane (PEM) type electrolyzer | Anode: IrO2, cathode: Ag nanoparticles supported on carbon foam42 | Water | CO and O2 | Announced plans to develop renewable electricity operated CO2R to ethylene, ethanol | 13 |
Dioxide materials (Boca Raton, USA) | Lab-scale | Sandwich-type CO2 electrolyzer where cathode and anode catalysts are painted on either side of the membrane | Anode: IrO2 or RuO2, cathode: carbon paper coated with silver/ionomer mixture43 | 10 mM KHCO3 as anolyte and humidified CO2 as catholyte43 | >95% selectivity to CO43 | Report 6 months stable catalyst operation | 44 |
Carbon electrocatalytic recycling Toronto (CERT) (Toronto, Canada) | Lab-scale/pilot-scale cell | Flow cell modified from state-of-the-art fuel cells | Anode: made from cheap and conventional abundant earth metals, cathode: nanostructured metals based on copper45 | 7 M KOH45 | 70% selectivity for C2H4 (ref. 45) | Uniform selectivity for the initial 150 hours | 14 |
Mantra energy alternatives Ltd (Vancouver, Canada) | 100 kg per day pilot plant | Fuel-cell type CO2 electrolyzer | Not disclosed publicly | Water or wastewater | Formate/formic acid | Successfully demonstrated CO2RR for greater than 2500 hours | 16 |
Skyre or sustainable innovations (East Hartford, USA) | Pilot plant | Not disclosed publicly | Not disclosed publicly | Not disclosed publicly | Hydrocarbon fuels | — | 46 |
Siemens and Evonik (Germany) | Lab-scale | CO2R electrolyzer | Anode: IrO2 coated titanium, cathode: silver gas diffusion electrode based on oxygen depolarization cathode (ODC used in industrial chlorine–alkaline electrolysis)47 | 0.1 M K2SO4/1.5 M KHCO3 as both anolyte and catholyte47 | ∼70% selectivity for CO, then CO fermentation to higher alcohols47 | Stable CO selectivity for almost 1200 hours | 15 |
Fig. 2 Standard equilibrium potentials for hydrogen evolution half-cell reaction and several other half-cell reactions to reduce CO2 into various products at 1 atm and 25 °C. Data presented was taken from Qiao et al.27 (2014). |
To circumvent these challenges, a significant amount of research effort aims to develop highly efficient, stable, and selective CO2R electrocatalysts. Many comprehensive reviews on CO2R catalysts are available,28–38 and these reviews cover advances in transition metals, alloys, metal–organic complexes, metal chalcogenides, metal–nitrogen–carbon materials, and carbon materials. Further review of electrocatalysts is beyond the scope of this article. Instead, we complement existing catalyst reviews with a critical analysis of engineering factors that affect the performance of CO2R electrolyzers. These factors include the reactor configuration, electrode structures, electrolyte selection, and the choice of reaction conditions such as pH, pressure, and temperature. These engineering factors not only predetermine the CO2R mass-transport characteristics but can also have significant impacts on the catalytic reaction pathways.39–41 The review concludes with a discussion of the priorities for future research to understand better the fundamental mechanisms of CO2R and improve CO2R performance.
We start our discussion at the electron transfer step (5) to examine the minimum theoretical energy requirement for CO2R. The minimum potential required for a CO2R reaction is the half-cell standard potential described by Eo = −ΔG0/nF, where ΔG0 is the Gibbs free energy at 1 atm and 298 K, n is the number of moles of electrons transferred in the half-cell reaction, and F is Faraday constant (96485C mol−1). For example, the half-cell reaction CO2(g) + 2H+(aq.) + 2e− → CO(g) + H2O(l) with ΔG0 = 20.09 kJ mol−1 has E° = −0.104 V vs. SHE.49 Other half-cell standard potentials at 1 atm and 298 K are shown in Fig. 2. To drive a sufficient CO2R rate, an excess voltage or overpotential to E° must be applied to overcome the sum (Rtotal) of several energy barriers or resistances as described in eqn (1):
Rtotal = Rcathode + Ranode + Rions + Rmembrane + Rbubble,cathode + Rbubble,anode + R | (1) |
The resistances include (1) the activation barriers or activation overpotentials (ηs)50 for CO2R at cathode (Rcathode) and OER at the anode (Ranode); (2) ohmic losses from conduction of ions (Rions) in the bulk electrolytes, ion transport across the membrane (Rmembrane); (3) loss of active electrode area from the bubbles formation at the electrodes (e.g. Rbubble,cathode for CO and H2 at the cathode, and Rbubble,anode for O2 at the anode);51,52 and (4) the sum (R) of electrical resistances in other cell components and contact resistances between components.
Because the CO2R reaction depletes CO2 concentrations at the electrode surface, at high current densities the overall reaction rate can be limited by the rates of CO2 mass-transfer to the electrode surface.53 In addition according to the Nernst equation, the change in concentration affects the equilibrium potential and this effect can be approximated by the concentration overpotential.49 In large scale industrial electrolyzers operating at high temperature concentration overpotential becomes important because at higher temperatures the activation overpotential is lower and the improved electrolyte conductivity leads to smaller ohmic losses.54 Therefore, now that we have established the minimum energy requirements for CO2R, we will look next at the steps involved in transferring CO2 from the gas phase to the electrode surface.
In most CO2R electrolyzers, gaseous CO2 is first dissolved in the liquid electrolyte, then transferred through the liquid to the cathode–electrolyte interface. This process is driven by CO2 concentration gradients as illustrated in Fig. 4a, and the rate of CO2 transfer depends on the interfacial contact area, film and overall mass transfer coefficients, and the overall concentration driving force. The concentration gradients in the system are dependent on the solubility of CO2 in the electrolyte and the selected operating pressures and temperature of the electrolyzer cell. However, prediction of these gradients is complex during CO2R because acid/base reactions (for example CO2 consumption by OH−) in the electrolyte can lead to non-linear deviation of the concentration away from Fick's law behavior,55 which reduces the concentrations of CO2 available to react at the electrode's surface.56 This effect can be partially controlled with buffering electrolytes such as potassium carbonate (KHCO3) to maintain pH at the cathode.55 The interfacial contact area can maximized by reducing the size of gas bubbles injected to the electrolyte57 or using a 3D-structured electrode such as a gas diffusion electrode (GDE).58,59 The magnitudes of CO2 and CO2R product mass transfer coefficients generally increase with temperature, pressure, and the velocities of gas and liquid in the electrolyzer, but also are effected by electrolyte density, viscosity and solubility relationships.
Next we examine the cathode–electrolyte interface where CO2R occurs in a typical aqueous electrolyzer. Cations in the electrolyte migrate towards the negatively charged cathode surface to form an electrochemical double layer (DL), as shown in Fig. 4b. This DL is formed by the outer Helmholtz layer (OHL) of fully-solvated cations, and the inner Helmholtz layer (IHL) of less-solvated halide ions or CO2-related adsorbed species directly adsorbed at the electrode surface.49 The presence of this DL can effect CO2R through several mechanisms. For example, the local electrical field between the negatively charged cathode and the positively-charged adsorbed cations has been reported to stabilize CO2R-related intermediates such as *CO2 and *COOH.60,61 On the other hand, in the OHL solvated cations like Li+, Na+, and K+ act as a source of protons for the HER and disrupt the local pH within the DL.62,63 Another effect relates to interactions between anions and the electrode surface, which have been reported in some cases like I− and a Cu surface to be strong enough to allow anion absorption within the IHL.64 In most cases, anions with a pKa close to the local pH may help buffer the pH and adsorbed ions may be directly involved in CO2R pathways by affecting the binding strength or adsorption geometry of CO2R intermediates such as *COOH.65,66Fig. 4c illustrates that the concentrations and rates of consumption of protons, CO2, and other species in the DL are directly proportional to the current density and product selectivity during a CO2R reaction and these changes in the local reaction environment could occur even at low currents, and thus limit the overall reaction rate before all available CO2 becomes depleted at the electrode surface.53,67
This background discussion of the principles of CO2R highlights that even though the electrocatalyst determines the underlying reaction kinetics, other factors such as reactor configuration, electrode structure, and conditions including the type of electrolyte, pH, pressure, and temperature can affect the overall rate of CO2R reactions.
• Faradaic efficiency (FE) is the ratio of the amount of charge used to form a product species (e.g. CO) calculated from Faraday's law to the total charge (Q) supplied:68
(2) |
• Current density (j or CD) is the total current (I, in Amps) per unit area of the cathode (A, m2 or commonly cm2) calculated by eqn (3), and describes the total rate of reaction so is an important input to estimate electrolyzer size and capital cost for a CO2R process.69
(3) |
Partial current density (jproduct) for a specific product can be obtained by:
jproduct = FEproduct × j | (4) |
• Energy efficiency (EE) is a measure of net energy consumption toward a specific product expressed in eqn (5) as a ratio of amount of energy used to produce the specific product to the net electrical energy supplied to the system.
(5) |
Industrial-scale CO2R processes require continuous processes to achieve sufficient reaction rates and be economically viable. Table 1 presented examples of continuous flow-cell electrolyzers reported for pilot-plant and scale-up studies, and most of these follow scale-up and engineering strategies that were developed for polymer electrolyte (PE) electrolyzers. In this section we will discuss the separator, which is a critical component in all batch cells and continuous flow-cells, and then describe the liquid-fed, vapor-fed, and microfluidic electrolyzers illustrated in Fig. 5. Our review does not cover flow-field patterns (e.g. straight, parallel, serpentine) that can be manufactured on current collectors to optimize CO2 and electrolyte contact with the catalyst, and to minimize pressure drop, and to manage heat transfer in the cell.74 We refer readers interested on flow-field patterns to reviews of PE electrolyzers.74–76
Semi-permeable ion exchange membranes selectively transport certain dissolved ions but are not permeable to other ions or non-charged species. Most CO2R electrolyzers use monopolar IEMs that are either cation exchange membranes (CEM) such as Nafion® or anion exchange membranes (AEM) such as Sustainion®. Bipolar membranes (BPM) with electrocatalyst sandwiched between CEM and AEM layers are also available,78 and are reported to achieve more stable pH levels between two electrodes at steady state.79–81 A further advantage of the BPM is that this design may allow lower, cost abundant metals to be used as catalysts instead of precious and noble metals.82,83 Further detailed descriptions of IEM working principles and recent advances in IEMs are provided in reviews by Kusoglu and Weber,84 Kaczur et al.,85 Luo and Wessling,86 and Kimberly et al.87
The selection of a cation exchange, anion exchange, or bipolar membrane must be considered together with catalyst selection, electrolyte selection, and the targeted CO2R products. For example, a CEM is commonly used for CO2R to formate because this IEM blocks formate anions from crossing over to the anode chamber. If the CEM is also proton exchange membrane like Nafion then an acidic anolyte must also be selected to manage proton concentrations,88 and these decisions limit the choice of OER anode catalysts to expensive precious noble metals such as Ru and Ir. Another consideration for proton exchange membranes is that excess protons will promote HER at the cathode.89
Anion exchange membranes can transport anions such as HCO3−, OH− and CO32− ions from alkaline catholytes to the anode chamber.90 Hori et al.91 reported a FECO up to 92% at 20 mA cm−2 which shows the improved performance of AEM-based reactor over CEM. However, there are some important considerations in the use of AEM. For example, CO32− and HCO3− transported to the anode chamber are expected to produce CO2, and this reduces the overall efficiency of the CO2R process. Further, the extended exposure of AEM to alkaline catholytes can lead to blockage of the membrane with less mobile HCO3− and CO32− anions, which degrades the AEM's ionic conductivity and increases the membrane's ohmic resistance.87,92–94 In addition, AEM may be susceptible to degradation by excessive OH−, especially if the membrane is insufficiently hydrated. A recent report by Sun et al. revealed CO2R to methanol and ethanol can also accelerate such degradation.95
Obviously, one control on the overall mass transfer rates and thus reaction rate in liquid-fed electrolyzers is the flow-rate of the catholyte because it directly effects superficial liquid velocities in the cell.96–98 For example, Alvarez-Guerra et al.97 reported that at low current density (CD = 2.5 mA cm−2) the overall rate of CO2R to formate over a lead-based cathode was insensitive to catholyte flow rates. However, they reported that at higher current densities (12.25–22 mA cm−2) increasing the catholyte flow-rate from 0.57 mL min−1 cm−2 to 1.44 mL min−1 cm−2 enhanced formate production because of an improved supply of dissolved CO2 at the electrode interface for CO2R.
Both liquid-fed configurations provide larger active electrode area to electrolyte volume ratios than semi-batch cells, and thus can achieve higher overall reaction rates and lower ohmic losses than batch operation.99–102 An additional advantage of the high electrode area to electrolyte volume ratio in liquid-fed electrolyzers in laboratory studies is that this allows detection of low concentration products and accurate voltage measurement. For example, Kuhl et al.99 used a liquid-fed flow-cell electrolyzer like that in Fig. 5a to detect for the first time acetone, glycolaldehyde, ethylene glycol, glyoxal, and hydroxyacetone as CO2R products at low concentrations. The expected H2, CH4, CO, HCOOH, and C2H4 were also reported by Kuhl et al. Other groups report also sandwich type compression flow-cells for detection of low concentration products in CO2R reactions.57,63,101,103,104
Fig. 6a shows an example of a liquid-fed electrolyzer with a BPM separator that due to the better control of pH imparted by the BPM achieved a more stable cell voltage during a 12 hour CO2R experiment than an electrolyzer with a CEM (Fig. 6b and c).71 However, a potential issue with BPMs in liquid-fed electrolyzers is ensuring the rate of water flux across the BPM matches the rate of water dissociation to prevent dry-out of the membrane, which leads to significant increases in ohmic resistance.105 Another potential issue in liquid-fed electrolyzers is that the ionic conductivity of the BPM depends on the concentration-gradients of salts in the electrolyte,106 and because a BPM inherently leads to depletion of charge at the CEM/AEM interface this can create significant junction gradients. Therefore, operation of liquid-fed electrolyzers with BPMs requires ion concentrations in both the catholyte and anolyte to be controlled for the reaction kinetics and for the material and thickness of the membrane(s).
Fig. 6 (a) Schematic diagram of a CO2 electrolyzer employing a BPM; comparison of (b) overall cell voltage and (c) anode potential vs. Ag|AgCl between BPM and Nafion membrane. 0.1 M KOH was used as anolyte and 0.5 M KHCO3 as catholyte. Reprinted with permission from Li et al.,71 Copyright 2016, American Chemical Society. |
In liquid-fed electrolyzers with a GDE, unstable CO2R operation can result from liquid flooding of the GDE. Several researcher groups suggest suppling the CO2 gas at higher pressures to prevent liquid ingress into the GDE and in this case any gaseous CO2R products leave the electrolyzer with the catholyte.54,107–109 For example, Haas et al.47 operated a liquid-fed electrolyzer at 50 mA cm2 for more than 1000 h, but report that to achieve this current density they had to sacrifice CO selectivity. Jeanty et al.110 ran a CO2 electrolyzer at 150 mA cm2 with a CO FE close to 60% for more than 200 h over a 100 cm2 electrode area. A potential adverse effect of operating with a high gas overpressure across the GDE in a liquid-fed electrolyzer is that the higher partial pressure of CO2 leads to precipitation from the bicarbonate/carbonates catholyte which can reduce electrolyte conductivity, block GDE pores or modulate pH. All such effect increase the overall ohmic losses in the cell.
Most vapor-fed electrolyzers reported in the literature use a CEM to transport protons from the anode chamber to the cathode for CO2R. For example, Lee et al.112 reported more stable formate production over a tin nanoparticle cathode catalyst in a vapor-fed electrolyzer than a liquid-fed electrolyzer, and they attributed the improved performance to a shorter CO2 diffusion pathway to the catalyst. However extended CO2R operation in CEM vapor-fed electrolyzers is reported to lead to acidification at the cathode, which promotes unwanted HER.113 In an alternative design, Kutz et al. used AEM like a methylimidazolium-based styrene polymer in a vapor-fed electrolyzers with Ag-based catalyst and reported stable operation for 6 months at CD = 50 mA cm−2 with a FECO = 90%.43 Mallouk's laboratory71 reported a vapor-fed electrolyzer with a BPM separator and ionic liquid catholyte that achieved CDs two times larger than a liquid-fed cell and relatively stable cell voltage close to 3 V during operation at 80 mA cm−2 for 14 h. However, they did report that the FECO began to degrade after 1 h, which may have been due to de-wetting of the ionic liquid IL from the surface of the catalyst.71 Salvatore et al.114 enhanced the stability of this vapor-fed with BPM configuration using a solid support layer of aqueous NaHCO3 between the Ag-decorated GDE and the BPM, and demonstrated a steady FECO = 65% at 100 mA cm−2 and 3.4 V for 24 h.114
One strategy to avoid separation costs could be direct use of effluent streams from the CO2R reactor. For example, potential opportunities could include tuning the CO2R performance tuned to produce CO + H2 mixtures to feed a Fischer–Tropsch process, CH4 + C2H4 mixtures for synthesis of C3H6,121 or alcohol and/or hydrocarbon mixtures for liquid fuels.122,123 However, that strategy is likely only viable in a small number of circumstances where the CO2 source and the potential use of CO2R products are closely located and integrated. Therefore, consideration must be made for separation of CO2R product streams. One of the challenges with CO2R processes compared to many other industrial conversion processes is that the concentration of products, especially liquid products, leaving the electrolyzer are low. For example, in the conventional formic acid route of hydrolysis of methyl formate produces formic acid + methanol mixtures with more than 10% formic acid that are relatively easy to separate by distillation or liquid/liquid extraction.124,125 However, the concentration of formic acid leaving a CO2R electrolyzer is typically less than 1% in a mixture of water and the electrolyte salts. Recovery of the formic acid from this CO2R effluent stream requires an acidification process then azeotropic separation to obtain a pure formic acid product. Furthermore, formic acid separation processes are sensitive to pH like acidification and potential inorganic salts separation (e.g. crystallization) so conditions in the electrolyzer may affect downstream process.126
Control of the engineering factors described in the article (e.g. reactor design, electrode structure, electrolyte, pH, pressure, and temperature) may ultimately help to design efficient downstream separation processes. For example, the choices of conducting salts, solvents, IEMs, and flow rates can all effect the concentration and types of liquid CO2R products that must be recovered from the electrolyte. Yang et al.127 provide a clear demonstration of the relationships between reactor design and product distribution in their report of electrolyzer with a Sustainion™ AEM to obtain streams with up to 20 wt% formic acid from the reactor. In summary, the overall reactor design is a key factor that governs the properties of the CO2R product streams.
Fig. 7 Schematic diagrams of (a) planar electrode, (b) simple porous electrode, (c) single-layer gas diffusion electrode (GDE), and (d) dual-layer GDE. |
The planar electrode is useful to screen catalyst materials in a laboratory scale because of its relatively simple geometry that rules out impacts induced by complex factors such as structures of the electrodes. In addition, placement of a reference electrode is straightforward, thereby enabling single electrode overpotential measurements. However, the CO2R half-cell reaction rates achieved with a planar electrode or porous electrode are often limited by the rate of CO2 transfer across the hydrodynamic layer from the bulk electrolyte to the electrode surface especially at a high CD.58 In such systems, mass-transfer rates could be improved by operating the electrolyzer at high pressure, low temperature, or selecting organic electrolytes to increase the solubility of CO2 in the electrolyte. But those options add costs and complexity to the CO2R process.
For high CD electrolyzers, one prefers the application of the last three electrode types (Fig. 7b–d) that are 3D-structured catalytically-active materials or electron conducting material with coverage of catalysts. A 3D-structure increases the active electrode area and decreases the transport resistance of gaseous and liquid reactants and products. Increasing the active electrode area reduces overall cell voltage and increase the rate of charge and mass-transport. Fast charge and reactant transport also accelerate the electrode kinetics. However, challenge arises in understanding the property-performance relationship and optimisation of the 3D-structure for efficient CO2R conversion. This results from the complexity of the 3D-structured electrodes that involves multiphase flow in the pores, interactions at interfaces and multiscale kinetics at the catalysts. Though this area still remains underexplored in CO2R application, a lot can be drawn from the studies in other electrochemical conversion applications such as PEM fuel cells and redox flow batteries. Recently, Shojaeefard et al.,145 Weber et al.,146 and Fadzillah et al.147 reviewed the electrode microstructure restructuring and pore-scale simulations. Moreover, Lai et al.148 and Walsh et al.149 reviewed the design and fabrication of general 3D-structured electrodes, including the 3D-electrode architecture and decoration of catalysts.
Overall, the ultimate goal of developing 3D-structured electrode is to minimise the various cell resistances due to electron and ion transport, multiphase flow (e.g. bubble), transport-related, and electrochemical reaction. The ohmic resistance of 3D-structured electrode is mainly influenced by both the 3D-skeleton and the interfacial conductivity. The 3D-electrode structure is a composite made of conductive matrix (carbon or metals) and less-conductive binders (e.g. PTFE or ionomers) and/or pores containing electrolyte or gas, thus requiring multiple percolations pathways for reactant molecules, ions and electrons.150–152 Simply put, increasing porosity decreases the overall conductivity of the matrix and therefore increases the overall ohmic resistance. The interfacial conductivity, governed by the interfacial contacts and heterogeneous phases, contributes more to the ohmic resistance. This is valid especially for a pure metal matrix as prepared through sintering, where sintering temperature, interfacial contact and sizes of metal particles and pore formers are important factors to consider.151 3D-structured electrodes decorated with heterogeneous catalyst materials also have extensive interfaces between the conductive backbone and less conductive catalysts, thus facing an increase of ohmic resistance. Therefore, the size and shapes of the catalysts and pore structures of the matrix also matter for the overall electrical conductivity of the structure.153 Compared with the ohmic resistance, the resistance related to transport is more critical, particularly for mass-transport-controlled CO2R electrolysis.111 In a 3D-porous electrode, transport of liquid and/or gas reactants and products is dominated by either molecular or Knudsen diffusion, depending on the pore size and electrode structures. Similarly, wettability and pore size dominate the intrinsic saturation/capillary-pressure relationship that is critical for optimal multiphase performance.146
The electrochemical reaction resistance is related to the electrode kinetics. In addition to the catalyst materials (where compositions, surface orientations, morphology, and sizes are important factors) that directly affect the kinetics, catalyst support, multiphase flows within the electrode and local environments are all crucial for CO2R surface reaction rate and selectivity. For the effects of catalyst support, one could refer to a recent review published by Li, MacFarlane, and Zhang,30 as well as herein. However, there are still gaps remaining, especially regarding the exact interfacial structure of the catalysts (especially with ionomer),146 and how these structures affect the electrode kinetics. Answering these questions is essential to guide where and how to deposit catalysts in the electrode structure. It is also important to note that an optimal balance has to be achieved among these resistances. For example, oxide-derived catalysts are active for CO2R154,155 but may not be very electrically conductive, leading to a decrease of electrode kinetic resistance but an increase of ohmic resistance. In the case where liquid products are targeted products, a high reaction rate consumes quickly the CO2 gas and lowers the local gas pressure, which may lead to local flooding that blocks gas transport and in turn degrades CO2R selectivity. Such a balance appears more crucial in the GDEs that include the transport of gases in the electrode structure. Because recent works have demonstrated a superior CO2R performance of GDEs compared to planar and simple porous electrodes, in the following subsections we mainly focus the review of recent GDE development for CO2R.
Fig. 8 Schematic diagrams of a gas diffusion electrode.58 |
In a recent publication, Weng, Bell and Weber predicted with a mathematical model that a Ag-based GDE could potentially achieve a partial CD (PCD) for CO one order of magnitude higher than that achieved with a planar Ag electrode.58 That study concluded that good GDE performance is achieved by (1) a high density of active sites per geometric electrode area, and (2) a low mass-transfer resistance in the GDE, especially at more negative potentials. The predictions of the Weng, Bell and Weber modelling study are consistent with various experimental studies.58 For example, Castillo et al. reported that a Sn-based GDE with 1.5 mg Sn cm−2 achieved a maximum FE of ∼70% in producing formate at a current density of 40 mA cm−2, which was more efficient than the planar Sn electrode with a maximum formate FE of 67% at 12 mA cm−2.163 In another example, Hass et al.47 demonstrated a commercial Ag-based GDE, which was developed by Covestro as an oxygen depolarized electrode (ODE) for chlor-alkali applications, as a cathode in a CO2 flow cell electrolyzer with stable operation at a CD of 300 mA cm−2 and CO FE close to 70% for over 1200 h. A brief summary of other recent reports of GDEs as cathode for CO2R is provided in Table 2.
Catalyst material | Catalyst loading | GDE configuration | Current collector | Remarks | Reference |
---|---|---|---|---|---|
Ag | NA | Dual layer | NA | Oxygen depolarization cathode (from Covestro) | 47 |
Ag | 0.8 mg cm−2 | Dual layer | Carbon | 20 wt% PTFE MPL, 10 wt% carbon fiber substrate 190 μm | 162 |
Cu | 20 nm | Dual layer | Carbon | (20 nm thick catalyst layer) | 45 |
Cu (−350 mesh, 5N purity)/carbon | NA | Single layer | Cu gauze | Cu mixed with carbon black (CB, hydrophilic) and CBhydrophobic as the catalyst layer, Cu/(CBhydrophilic + CBhydrophobic) = 1.2 | 164 |
Cu | 7 mg cm−2 | Single layer | Cu grid | 157 | |
Cu2O/ZnO | 1 mg cm−2 | Single layer | Carbon | Air brushed on porous carbon paper | 165 |
In/C | 1 ± 0.05 mg cm−2 | Single layer | Carbon | 140 | |
La1.8Sr0.2CuO4 | NA | Single layer | Stainless steel mesh | Carbon/Teflon | 141 |
Pt | 0.56 mg cm−2 | Single layer | Stainless steel mesh | 159 | |
Pt/CNTs | NA | Dual layer | Carbon | Sigracet 25 BC GDL with imidazolate-based SIM-1 | 166 |
Sn | NA | Single layer | Carbon | Sn electrodeposited on carbon fibers | 167 |
Sn | 1.5 mg cm−2 | Single layer | Carbon | Sn on Toray carbon paper | 163 |
Sn | 1.9 mg cm−2 | Dual layer | Carbon | Sn electrodeposited on dual layer GDL | 168 |
Sn | 5 mg cm−2 | Single layer | Carbon | 11.1 wt% PTFE in catalyst layer | 169 |
Sn nanoparticles (10–15 nm) | 0.75 mg cm−2 | Dual layer | Carbon | 144 | |
Sn@Cu | NA | Dual layer | Cu mesh | Sn loaded on a Cu mesh through electroless deposition, and subsequently rolled on the GDL | 160 |
Sn | NA | Single layer | Carbon | Sn electrodeposited on carbon fiber paper | 170 |
Although only a relative small number of studies report use of GDEs for CO2R,141,157,159,171 GDEs have been extensively developed and optimized for fuel-cell applications.161,172,173 The knowledge from this field can be leveraged to develop more efficient GDEs for CO2R, but the requirements for CO2-electrolyte contacts in a CO2R electrolyzer are more challenging than in a fuel cell. We describe in the following sections recent advances to optimize GDEs for use as the cathode in a CO2R electrolyzer.
The thickness and hydrophobicity of the macroporous layer predetermine the mass-transfer resistance of CO2 in the GDEs, and thus have an impact on the CO2R reaction rate. For example, Kim et al. compared the CO2 gas permeability and CO2R performance over Ag-based GDEs with carbon-fiber substrates (i.e. macroporous layer) in different thicknesses ranging from 170 to 380 μm.162 With the reduction of substrate thickness from 370 to 190 μm, they found that the CO2 gas permeability increases from 69.25 ± 0.69 to 72.42 ± 0.72 mL min−1, and that the PCD of CO also improves from ∼180 to ∼220 mA cm−2 at −2.05 V vs. Ag|AgCl. The enhanced PCD of CO2R for thinner substrates is attributed to the improved CO2 gas permeability. However, a too thin substrate (Toray Carbon Paper 30 with a thickness of 110 μm) leads to electrolyte flooding (i.e. the electrolyte fully occupies the pores) in the GDE during the CO2R operation, in essence turning into a simple electrode case. Therefore, an optimal thickness of the microporous layer is essential to ensure a balanced gas permeability and effective electrolyte management in the GDE.
Another key factor is the wettability of the macroporous layer: too high a hydrophobicity may cause poor electronic conduction due to the high amount of non-conductive hydrophobic agents, while too high of a hydrophilicity may limit the diffusion of CO2 due to flooding propensity and promote unwanted HER.40,58 The wettability can be adjusted by controlling the content of hydrophobic agents (e.g. PTFE),161,177,178 and hydrophilic treatments (such as plasma treatments, addition of inorganic oxides or carbon black, etc.).161,179,180 Ikeda et al. observed similar CO2R reaction rates for the macroporous layer with PTFE contents between 10 and 30 wt%, but a degraded performance for the one over 30 wt%.164 A recent detailed investigation on Ag-based GDE showed that the macroporous layer with 10 wt% of PTFE has a higher CO PCD of 224 mA cm−2 than those with PTFE content of 30 wt% (PCD = 190 mA cm−2) and 50 wt% (PCD = 158.41 mA cm−2) at −2.05 V vs. Ag|AgCl.162 (Fig. 9a) The better performance for the GDEs with lower PTFE content in macroporous layer is a consequence of the better electronic conduction than those with higher PTFE content, as evidenced by the observed lower charge-transfer resistance from the electrochemical impedance spectra (Fig. 9b). In the studied PTFE range (10 to 50 wt%), additionally, the authors observed negligible effects of the PTFE content in the macroporous layer on the CO2 gas permeability and durability of the GDEs.
Fig. 9 (a) A comparison of GDE with 10, 30, and 50 wt% PTFE in the macroporous layer as a function of potential. (b) The Nyquist plot of electrochemical impedance spectra of the corresponding GDEs at −2.0 V vs. Ag|AgCl. CFS means the carbon fiber substrate, which is the macroporous layer of the GDE. Rcell represents the ohmic resistance of the cell, and RCT is the polarization resistance related to charge transfer. Reprinted with permission from Kim et al.,162 Copyright 2016, Elsevier Ltd. |
Fig. 10 (a and c) Micro-computed tomography and (b and d) SEM images of Ag-based GDE with and without the microporous layer. (e) A comparison of CO partial CD of Ag-based GDE with and without MPL as a function of potential. Reprinted with permission from Kim et al.,162 Copyright 2016, Elsevier Ltd. |
Additionally, in the same work, the authors also studied the effects of PTFE content of the MPLs on CO2R reaction rate. As shown in Fig. 11a, the CO PCD increases with PTFE at low PTFE contents ≤20 wt%, but decreases with PTFE at contents >20 wt%.162 Too little PTFE content (i.e. 4.5–10 wt%) in the MPL is insufficient to prevent flooding of the layer by electrolyte and does not provide strong binding between the carbon and catalysts in the CLs, which resulted in the higher HER level and poorer cathode durability. A higher content of PTFE (>20 wt%) in the MPL degrades the electronic conductivity of the GDE (Fig. 11b) and also reduces the MPL porosity.185 Correspondingly, both the resistances of GDE for electron transfer and CO2 mass transfer become higher, thus leading to a degraded CO2R performance.
Fig. 11 (a) A comparison of PCD of CO for Ag-based GDE as a function of PTFE content in the MPLs. (b) The Nyquist plot of electrochemical impedance spectra for the corresponding GDEs at cathode potential of −2.2 V vs. Ag|AgCl. Reprinted with permission from Kim et al.,162 Copyright 2016, Elsevier Ltd. |
Immense research efforts have been and continue to be devoted to the study and development of catalyst materials suitable for CO2R, and the recent advances in the catalyst development have been extensively reviewed recently.28,30,31,187,188 Most of these studies mainly focused on catalysts supported by a planar electrode or simple porous electrode, but not by a GDE, where the CL must deal with complex transport and reaction processes simultaneously and there is an inherent need for porosity.
The processes taking place at the CLs of GDE cathodes are even more complex than those in the GDL, since all of those processes occur as well as the electrochemical reactions and ionic transport. Weng et al. recently discussed in detail regarding the processes involved in the CL of an Ag-based GDE.58,189 In addition to local environment change close to the electrode surface in the electrolyte during CO2R operation, as discussed in the electrolyte selection and pH effects sections, the CL of the GDE also needs to manage the transport of gas and ions to achieve an optimal cathode performance. Too dry of a CL results in catalytically active sites becoming inactive due to the absence of supporting electrolyte or ionic pathways, but flooded pores increase the mass-transfer resistance of gaseous CO2. An ideal CL should facilitate a sufficient contact of liquid electrolyte and gas with the catalysts. Furthermore, the reaction kinetics are intimately connected with the transport phenomena. What also matters is the pore size in the CL. Small hydrophilic pores will be flooded when the liquid/gas pressure difference is low. When the pressure difference between gas and electrolyte increases, the susceptibility to electrolyte flooding of the pores in CL follows the trend: large hydrophilic pores > large hydrophobic pores > small hydrophobic pores.58
The amount of catalysts loading in the CL also alters the CD and product distributions. For example, through varying the Sn catalysts loading content ranging from 0 to 15 mg cm−2, Kopljar and co-workers found that a higher content of Sn increases the CO2R activity as evidenced by the observed higher CD and lower Tafel slope, especially at the higher potential range as shown in Fig. 12a.139 Such enhancement could be a result of the increased concentration of catalytically active sites as imparted by the higher Sn loading. Moreover, the product distribution was also found to be dependent on the catalyst loading: a Sn loading of less than 5 mg cm−2 could lead to ∼90% of FE for HCOO− formation, <10% for CO and 3% for H2, and further increase of the loading decreases the selectivity of the HCOO− production but promotes CO and H2 evolution (see Fig. 12b). The authors considered the effects of catalyst loading on product distribution analogous to the effects of cathodic potentials, where a low cathode potential leads to the promotion of CO and H2. Alternatively, we explain such phenomena by two possible reasons. First, a higher Sn loading may hamper the diffusion of CO2 to the active regions and therefore lead to the promotion of HER. Second, similar to the effects of interparticle interactions on Cu nano-particles for CO2R catalysis,190 a higher catalyst loading could increase the availability of neighboring active sites and therefore promote re-adsorption of HCOO− for further reduction to become CO as the final product.
Fig. 12 (a) A comparison of CD for GDEs with various Sn loading as a function of potential. (b) The FE for HCOO−, CO and H2 production for GDEs with different Sn loading at 50 mA cm−2. All the experiment were conducted in the 0.1 M KHCO3 aqueous electrolyte. Reprinted with permission from Kopljar et al.,139 Copyright 2014, Springer Nature. |
Sargent et al. recently used Cu-based GDEs with a very thin Cu CL (i.e. 10 or 25 nm thick) as the CO2R cathode to achieve a higher CD and higher FE for C2H4 formation than the ones with thicker Cu CLs (i.e. 1000 nm thick and ∼1000 μg cm−2 CL) at a higher cathodic potential (i.e. <−0.54 V vs. RHE).45 At lower cathodic potential (>−0.4 V vs. RHE), in contrast, the GDEs with thick CLs exhibited higher CDs than the thin CLs. They explained the higher FE for GDE with the thin Cu CLs by the catalyst-mediated abrupt interface as imparted by the thin layer of Cu, which could accelerate the rate-determining CO dimerization step for C2H4 formation.45 It could be thought that the thin layers and high flowrates of electrolyte also did not provide sufficient time for the homogenous acid/base reactions of CO2 to occur, thus resulting in higher CO2 local concentrations compared to the thicker CLs, where the CO2 and electrolyte residence time was higher. The multi-physics model of Ag-GDE developed recently for CO2R showed that a thinner CL could enhance the mass transfer of the CO2 in the GDE, which normally dominates the overall reaction rate at high cathodic potential.58,189 Consequently, the negative effect on CD due to the low density of active sites of thin CL could be less significant at high cathodic potential. This mechanism could also partially explain the higher CD of Cu-based GDEs with thin CLs at higher cathodic potentials, as experimentally observed by Sargent et al.45
In addition to the catalyst loading, the ionic binder also influences the cathode performance. Taking Nafion ionomer for example,84 it not only forms a continuous matrix in the CL that promotes cation conduction, but also has an impact on the microstructure of the CL that governs CO2 diffusion. For efficient CO2 electrocatalysis, therefore, an optimal balance needs to be achieved among the pores for CO2 diffusion, catalyst particles for electron conduction and catalysis, and ionomer for ion conduction.179 Through constraining the Sn loading, Zhou and co-workers found that the electrode performance is dependent on the content of the Nafion ionomer, and reported an optimal Nafion loading of 20 wt% in terms of CD and FE.179 Moreover, the ionomer in the CL can also serve as a co-catalyst promoting the CO2R reaction. An example is the incorporation of the imidazole-based ionomers to an Sn-based CL could stabilize the *CO2− intermediates and therefore enable the electroreduction of CO2 to HCOOH.127,191,192
The dispersion of the catalysts in the CL is another crucial factor for the electrode performance towards CO2R. Kenis's and coworkers studied the effects of catalyst dispersion by comparing the performance of Ag-based GDEs prepared using hand painting and air-brushing CL deposition methods.193 They found that the automated air-brushing technique renders a more uniform catalyst distribution and reduced particle agglomeration in the CL, as shown in Fig. 13a–c, thereby suppressing the HER and promoting the evolution of CO, though the overall CD was not significantly affected by the microstructural difference. They considered such product yield difference to be a result of exposed carbon from MPL that promotes HER, which is evidenced by the observed high HER PCD for bare GDL (Fig. 13d and e); a uniformly dispersed CL could reduce such carbon exposure and therefore suppress the unwanted HER.193
Fig. 13 (a) SEM image of the cross-section (b) MicroCT 3D tomographic virtual models and (c) SEM topography of the Ag GDEs with hand-painted and air-brushed CLs. A comparison of the partial CD of (d) CO and (e) H2 as well as (f) product distribution for Ag-based GDEs fabricated through hand painting and air brushing. Reprinted with permission from Jhong et al.,193 Copyright 2013, John Wiley and Sons. |
A key requirement of inert electrolytes commonly used in CO2R processes is that the electrolyte easily dissociates into cations and anions so as to provide a high ionic conductivity.196 However, the effect of the electrolyte ions on CO2R is far more complex than a simple charge carrier relationship.197,198 Even if the ions of inert electrolytes do not participate directly in redox reactions, an inert electrolyte can affect CO2R, for example, through interactions of electrolyte ions with radicals and ions produced in the CO2R reaction as described by Setterfield-Price and Dryfe.199
An operational issue common for all types of electrolytes is that impurities in the electrolyte can poison cathode catalysts. For example, trace metal impurities electrodeposited at the cathode during the CO2R process can lead to loss of CO2R selectivity with increased relative rates of the HER.18 Therefore, usually high purity inert electrolytes or electrolyte purification by pre-electrolysis is required. Alternatively, chelating agent such as ethylenediaminetetraacetic acid (EDTA)19 or a solid-supported iminodiacetate resin (Chelex)200 could be used to mitigate effects of impurities on CO2R.
Electrolyte | Catalyst | Major CO2R products (faradaic efficiency, %) | Applied potential (V vs. RHE) | Current density (mA cm−2)/mass activity (A g−1) | Reactor-typeref. |
---|---|---|---|---|---|
a GDE means gas diffusion electrodes. | |||||
0.1 M KClO4 | Cu nanowires | C2H6 (20.3%) | −1.10 | — | H-cell222 |
0.1 M K2HPO4 | C2H6 (10%) | ||||
0.1 M KHCO3 | C2H6 (17.6%) | ||||
0.1 M LiHCO3 | Cu foil | CH4 (32.2%), C2H4 (5.2%), C2H5OH (1.6%), HCOO− (4.7%) | −1.45 (vs. SHE) | 5 | H-cell223 |
0.1 M NaHCO3 | CH4 (55.1%), C2H4 (12.9%), C2H5OH (4.2%), HCOO− (7%) | −1.45 (vs. SHE) | |||
0.1 M KHCO3 | CH4 (32%), C2H4 (30.3%), C2H5OH (10.9%), HCOO− (8.3%) | −1.39 (vs. SHE) | |||
0.1 M CsHCO3 | CH4 (16.3%), C2H4 (30.5%), C2H5OH (2.4%), HCOO− (15.8%) | −1.38 (vs. SHE) | |||
1 M NaCl | Ag-GDE | CO (75%) | −1.87 (vs. Ag|AgCl) | 72.7 A g−1 | Flow-cell224 |
1 M KCl | CO (95.6%) | −1.84 (vs. Ag|AgCl) | |||
1 M RbCl | CO (93.6%) | −1.83 (vs. Ag|AgCl) | |||
1 M CsCl | CO (87%) | −1.81 (vs. Ag|AgCl) | |||
1 M NaBr | CO (60.8%) | −2.33 (vs. Ag|AgCl) | |||
1 M KBr | CO (96.6%) | −1.76 (vs. Ag|AgCl) | |||
1 M RbBr | CO (95.8%) | −1.80 (vs. Ag|AgCl) | |||
1 M CsBr | CO (93.6%) | −1.64 (vs. Ag|AgCl) | |||
1 M NaI | CO (80.8%) | −1.81 (vs. Ag|AgCl) | |||
1 M KI | CO (96.6%) | −1.64 (vs. Ag|AgCl) | |||
1 M RbI | CO (96.5%) | −1.59 (vs. Ag|AgCl) | |||
1 M CsI | CO (101.7%) | −1.56 (vs. Ag|AgCl) | |||
1 M NaOH | CO (83.0%) | −1.86 (vs. Ag|AgCl) | |||
1 M KOH | CO (96.7%) | −1.70 (vs. Ag|AgCl) | |||
1 M RbOH | CO (91.6%) | −1.63 (vs. Ag|AgCl) | |||
1 M CsOH | CO (89.8%) | −1.60 (vs. Ag|AgCl) | |||
3 M KHCO3 | Ag-GDEa | CO (82.5%) | −0.74 | 23.1 | Flow-cell225 |
3 M KOH | CO (101.5%) | −0.80 | 234.8 | ||
3 M KCl | CO (73.6%) | −0.81 | 10.7 | ||
0.1 M LiHCO3 | Ag foil | CO (59.1%) | −1.0 | 1.97 | H-cell62 |
0.1 M NaHCO3 | CO (68.4%) | 2.75 | |||
0.1 M KHCO3 | CO (82.9%) | 4.06 | |||
0.1 M RbHCO3 | CO (82.2%) | 4.65 | |||
0.1 M CsHCO3 | CO (80.3%) | 5.54 | |||
0.1 M LiHCO3 | Cu foil | CH4 (6.2%) | 2.40 | ||
0.1 M NaHCO3 | CH4 (17.7%), C2H4 (5.5%) | 2.57 | |||
0.1 M KHCO3 | CH4 (15.3%), C2H4 (10.2%), HCOO− (4.7%) | 3.03 | |||
0.1 M RbHCO3 | CH4 (13.2%), C2H4 (24.4%), C2H5OH (9.6%) | 4.03 | |||
0.1 M CsHCO3 | CH4 (9.4%), C2H4 (31.1%), C2H5OH (11.4%) | 4.80 |
Fig. 14 Effect of cationic species (different 0.1 M bicarbonate solutions) on FEs of various products at a Cu electrode and at 5 mA cm−2; Eo values are vs. SHE, reproduced from the data in Akira and Hori (1991).223 |
Thorson et al.224 proposed that adsorbed cations at the electrode surface could stabilize the intermediate *CO2− and thus promote the CO2R. This theory could explain the observed enhancement in total CO2R efficiencies with cation size from Li+ to K+ (Fig. 14). Recently, Kim et al.232 provided further evidence to support this proposed mechanism by observing an efficient CO production over a Au electrode in K+-based electrolyte (K+ is prone to adsorb at the Au electrode) than in a Na+-based one. Further DFT calculations reported by Liu et al.233 revealed that higher electron-density of adsorbed K+ close to the carbon atom could facilitate in the stabilization of intermediates such as *COOH and *CO.
However, there remains some debate around the conclusions of Thorson et al. For example, Mills et al.234 and Strmcnik et al.235 argued that the specific adsorption of cations seems impossible under the operating conditions for CO2R (usually for potentials larger than −1.4 V vs. a normal hydrogen electrode (NHE, potential defined at 1 M H+ concentration and 1 atm pressure)). Bell and co-workers proposed that the observed cationic effect originates from the hydrolysis of the solvated cations close to the cathode surface.62 At the cathode surface, pKa of hydrolysis decreases significantly due to an increasing electrostatic force between the water molecules in the hydration sphere of cation and negatively charged cathode. These interactions can further polarize O–H bonds of water molecules, and consequently facilitate water dissociation to increase the local proton concentration as illustrated in Fig. 15a. This effect decreases the local pH, which permits an increase of dissolved CO2 concentration locally that can approach the CO2 concentration in the bulk electrolyte (Fig. 15b and c). The net effect reported by Singh et al.62 was that switching from Li+ to Cs+ in an aqueous electrolyte suppressed HER and significantly promoted CO2R over Ag cathodes (Fig. 15d) or Cu cathodes (Fig. 15e).
Fig. 15 (a) Interaction of hydrated cation with the negatively charged cathode surface. The additional electrostatic force between the H atom of the H2O in the primary hydration shell and the cathode causes a decrease in the pKa of hydrolysis; (b) pKa of hydrolysis of hydrated Li+ and Cs+ inside the Helmholtz layer and in the bulk electrolyte; (c) concentration of CO2 and pH distribution in the boundary layer; (d and e) FE of different products over Ag and Cu electrodes respectively at −1.0 V vs. RHE. The electrolyte was saturated and the concentration was kept at 0.1 M XHCO3 (X = Li, Na, K, Rb, and Cs). Reprinted (adapted) with permission from Singh et al.,62 Copyright 2016, American Chemical Society. |
Note that these interpretations of the effects of cation hydrolysis only explain experimental observations at potentials less than −1.1 V vs. RHE. The phenomenon of hydrolysis of solvated cations is only applicable when (1) the pH of the electrolyte is close to 7; and (2) the pKa for cation hydrolysis is close to local pH at the electrode; and (3) the reactant concentration is pH dependent.62 The hydrolysis of the solvated cations close to the cathode surface does not adequately explain the same cationic effects in CO reduction,223 because the CO concentration is not pH dependent. Koper et al.236 used density functional theory (DFT) calculations to predict the effect of cations on CO reduction to C2H2 at pH close to 13, and found that cations could stabilize intermediates, especially dimers *OCCO and *OCCOH, via interactions of oxygen atoms in these intermediates.236 Moreover, the shift in average reaction energies (for Li+, Na+, and Cs+) of CO to C1 products is close to that reported by Nørskov and co-workers,60,61 who showed that the cation-induced local electric effect could alter the free-energy landscape of CO2R to CO by stabilizing the key reaction intermediates.236
Bell along with other JCAP researchers63 conducted experimental measurements and DFT calculations at low cell potentials, and reported electrostatic interactions between the hydrated cations located at the OHL and the adsorbed reaction intermediates that have high dipole moments (such as *CO, *CO2, *OCCO) at the cathode surface. Such electrostatic interactions lower the energy required for *CO2 adsorption (an intermediate for HCOO−) and for C–C dimerization to form *OCCHO or *OCCO (which are the key intermediates for C2H4 and C2H5OH, respectively).63 As a consequence, the PCD for H2 and CH4 formation are uninfluenced by the cation size, while the PCD for HCOO−, C2H4, and C2H5OH enhanced with cation size.
In future research, the investigation of monovalent cations for CO2R should be expanded to multivalent cations. Schizodimou and Kyriacou237 showed that rates of CO2R can be accelerated by increasing the size of cations and the surface charge of cations. They demonstrated that the CO2R rate is almost two-fold higher in electrolyte containing La3+ than in electrolytes containing Na+ at similar operating conditions.
Fig. 16 Effect of anionic species (different 0.1 M bicarbonate solutions) on FEs of various products at a Cu electrode and at 5 mA cm−2; Eo values are vs. SHE; *refer to 0.5 M, reproduced from the data in Hori et al.238 (1989). |
The specific adsorption of anions on cathode can also alter the CO2R activity and selectivity.190,225,245,246 In particular, the adsorption of halide ions on the electrode surface can alter the electronic structure of the catalysts, and thereby influence the interactions between the electrode surface and intermediates.190 For example, Varela et al. showed that Br− and Cl− enhanced CO formation, but I− facilitated formation of CH4 instead of CO.190 Moreover, specifically adsorbed halide anions can suppress proton adsorption and thus prefer CO2R to HER for a Cu-metal electrode.246 This can be attributed to the presence of covalent interaction between the halides and Cu electrodes, which facilitates the transfer of electrons from Cu-surface to CO2.246 In addition, several studies have reported the changes of morphology of a catalyst's surface in the presence of halide anions, especially via oxidation–reduction cycles to promote C2+ products over copper catalysts.66,68,247–249 However, it still remains unclear which anion factor influences CO2R reaction the most.
Electrolyte | Catalyst | Major CO2R products (faradaic efficiency, %) | Applied potential (V vs. RHE) | Current density (mA cm−2) | Reactor-typeref. |
---|---|---|---|---|---|
a At high pressure (10 atm). b At low temperature (−30 °C); PC – propylene carbonate; TBAP – tetrabutylammonium perchlorate; TEAP – tetraethylammonium perchlorate; DMF – dimethylformamide; LiCl – lithium chloride; CsOH – cesium hydroxide. | |||||
0.1 M TBAP/PC | Au foil | CO (91.8%) | −3.02 (vs. Fc/Fc+) | 2.8 | H-cell260 |
0.1 M TEAP/PC | Pb foil | H2C2O4 (73.3%) | −2.4 (vs. SHE) | — | H-cell250 |
0.1 M TEAP/PC | In foil | CO (85.3%) | |||
DMF | Pb foil | CO (n.a.) | — | — | H-cell251 |
0.5 M LiCl/methanol | Cu foila | CO (∼65%), CH4 (20%) | −2.8 (vs. SHE) | 15 | H-cell261 |
0.08 M CsOH/methanol | Cu foil | CH4 (8.3%), C2H4 (23.7%) | −4.0 (vs. Ag|AgCl) | — | H-cell262 |
0.08 M benzalkonium/methanol | Cu foilb | CO (∼7%), CH4 (42.5%), C2H4 (2.1%) | −2.0 (vs. SCE) | — | H-cell263 |
Fig. 17 The solubility of CO2 in various organic solvents at 298 K and 1 atm.255–258 *Note: CO2 solubility in 5 wt% K2CO3 was calculated from the CO2 loading data (0.830 mol CO2/mol K2CO3)257 and since it includes both chemical and physical CO2 solubility, therefore, 5 wt% K2CO3 has higher CO2 solubility than organic solvents. Moreover, 5 wt% K2CO3 has higher CO2 loading than 30 wt% aqueous monoethanolamine solution, which is 0.540 (mol CO2/mol amine) at 298 K and 2.80 kPa (PCO2).259 |
Although organic solvents offer higher CO2 solubility than aqueous electrolytes, some critical disadvantages of organic solvent electrolytes are their high cost, their volatility and flammability, and possible toxicity. As the organic solvents are not typically consumed in the CO2R reaction it could be possible to recycle solvents to reduce the operational costs of CO2R.198 However, recycling of organic solvents from the electrolyzer liquid product may be complicated and costly due to the volatility and toxicity of the solvent and potential miscibility with the desired products.260
Electrolyte | Catalyst | Major CO2R products (faradaic efficiency, %) | Applied potential (V vs. RHE) | Current density (mA cm−2) | Reactor-typeref. |
---|---|---|---|---|---|
a [EMIM] – 1-ethyl-3-methylimidazolium; [BMIM] – 1-butyl-3-methylimidazolium; [TBA] – tetrabutylammonium; [BMMIM] – 1-butyl-2,3-dimethylimidazolium; [DMPIM] – 1,3-dimethyl-2-phenyl-imidazolium; [BF4] – tetrafluoroborate; [PF6] – hexafluorophosphate; [NTF2] – bis(trifluoromethylsulfonyl)imide; [CN2] – dicyanamide; ACN – acetonitrile. | |||||
18 mol% [EMIM][BF4]/water | Ag-GDE | CO (∼96%) | 1.5 to 2.5 V (cell potential) | — | Flow-cell191 |
[EMIM][BF4] | Ag NPs (40–200 nm) onto Sigracet carbon paper (5 mg cm−2) | CO (−) | 3.25 V (cell potential) | 4 | Flow-cell |
0.02 M [EMIM][BF4]/0.1 M [TBA][PF6]/ACN | Bi electrodeposited onto a glassy carbon electrode | CO (93 ± 7%) | −1.95 (V vs. SCE) | ∼3.77 | H-cell279 |
0.02 M [BMIM][BF4]/0.1 M [TBA][PF6]/ACN | CO (95 ± 6%) | ∼5.51 | |||
0.02 M [BMIM][PF6]/0.1 M [TBA][PF6]/ACN | CO (90 ± 9%) | ∼4.82 | |||
0.02 M [BMMIM][BF4]/0.1 M [TBA][PF6]/ACN | CO (76 ± 6%) | ∼0.67 | |||
80 wt% [BMIM][Cl]/water | Ag foil | CO (>99%) | −1.5 (V vs. SCE) | — | H-cell271 |
4 mol% [EMIM][BF4]/water | Bulk MoS2 | CO (∼98%) | −0.764 | 65 | H-cell275 |
0.1 M[EMIM][NTf2]/ACN | |||||
0.02 M [DMPIM][BF4]/0.1 M [TBA][PF6]/ACN | Ag foil | CO (∼100%) | −1.48 (V vs. Fc/Fc+) | 4.2 | H-cell282 |
0.5 M [EMIM][N(CN2)] | Sn NPS/glassy carbon | HCOO− (81.9%) | −1.2 | ∼4.18 | H-cell283 |
0.1 M [TBA][PF6]/ACN | Ag foil | CO (74%) | −2.1 (V vs. SCE) | 17 | H-cell284 |
0.5 M [BMIM][PF6]/0.1 M [TBA][PF6]/ACN | CO (97%) | 50 | |||
[BMIM][PF6] | Pb foil | CO (∼100%) | −2.2 (V vs. Ag|Ag+) | 0.33 | H-cell285 |
30 wt% [BMIM][PF6]/ACN | HCOOH (46.3%), CO (40.2%) | 2.63 | |||
30 wt% [BMIM][PF6]/5 wt% water/ACN | Pb foil | HCOOH (91.6%) | −2.3 (V vs. Ag|Ag+) | 37.6 | |
30 wt% [BMIM][PF6]/5 wt% water/ACN | Sn foil | HCOOH (92%) | 32.1 |
In 2011, Rosen et al.191 first reported the catalytic effect of an 18 mol% aqueous solution of ([EMIM][BF4]) in the CO2R to CO over an Ag electrode at low overpotentials to achieve FECO of over 96%. Fig. 18 illustrates Rosen et al.'s191 hypothesis that an IL cation can stabilize the *CO2 intermediate, and therefore substantially lower the energy barrier for the formation of *CO2 and its subsequent reduction to CO.191,273,274 Subsequently, the Rosen's team investigated the effect of water on CO2R in ([EMIM][BF4]) solutions and found that addition of water in the IL enhanced the CO selectivity, with an optimal CO selectivity close to 100% in a solution of 10.5 mol% IL in water. Such performance enhancement was attributed to a synergistic effect of mass-transfer improvement due to lower the electrolyte's viscosity by dilution with water and an optimal pH (pH around 3.2 at 89.5% water).274
Fig. 18 A change in free energy of CO2 to CO in water (solid line) to CO2 to CO in EMIM-BF4 (dashed line). Reprinted with permission from Rosen et al.,191 Copyright 2011, American Association for the Advancement of Science. |
Following Rosen et al.'s work,191 others have attempted to understand the catalytic effect of the ILs in CO2R, and although there is still more to understand about the reaction mechanism most reports suggest that the cation is primarily responsible for the observed catalytic effects.271,275–278 For example, Rosenthal and co-workers proposed that ILs serve as a proton source by investigating the catalytic performance of the Bi-based catalyst in AN solutions of [BMIM]+-based ILs.279,280 Deprotonation from the C2 position (refer to Fig. 19) of the [EMIM]+ or [BMIM]+ cation would result in the conversion of CO2 to CO via the 2e−/2H+ reduction pathway, which has a lower energy barrier.279,281,282
Fig. 19 Structure of imidazolium cation; white is H2, grey is C and blue is N2. Reprinted (adapted) with permission from Lau et al.,282 Copyright 2016, American Chemical Society. |
Despite the many promising properties of ILs for CO2R electrolytes, the high viscosity of ILs can severely limit the rates of CO2 diffusion, and thus ILs achieve very low CDs272 and, as shown in Table 5, most CO2R studies dilute ILs in aqueous solutions or organic solvents such as AN, DMF, or CH3OH to reduce the electrolyte's viscosity.191,271,275,277 Progress in development and application of ILs has progressed rapidly in the last 30 years to provide a large amount of fundamental understanding of IL properties and physicochemical data, and to lower IL production costs significantly. Thus, ILs are becoming more available and could soon be viable options for use in CO2R electrolyzers.
(6) |
(7) |
Fig. 20 Pourbaix diagram for electrochemical CO2R at 25 °C. Reprinted with permission from Ganesh,286 Copyright 2014, Elsevier Ltd. |
Note that the local pH near the cathode surface is usually different to that in the bulk electrolyte due to the catalytic reactions generating OH− or consuming H+, and diffusion limitations.287 Despite the significance of local pH on CO2R as discussed in Hori's works,229,238,239 only recently has the influence of local pH been re-re-examined.55,287–292 Additionally, some electrolytes, such as bicarbonates provide pH buffering effects (see Section 5.1.2 for more details).240
As the major competing side reaction, HER needs to be minimized for an optimal CO2R reaction. Therefore, pH is crucial in determining the HER activity, as it characterizes the availability of the protons. Although CO2R produces OH−, its equilibrium potential is not much influenced by the pH in comparison to HER.286 A rise in pH moves the equilibrium potential of HER to a more negative value, thus significantly slowing down HER.293 As shown in Fig. 21, the equilibrium potential denoted by Erev reflects the potential of the HER derived from the Nernst equation. Moreover, the mechanism of HER switches from protons-to-H2 in acidic media to water-to-H2 in alkaline media, where the kinetics of latter is significantly slower and does not have a pH dependence, although the concentration is typically much greater.294–297
Fig. 21 Hydrogen evolution polarization data at copper (Cu) with varying solution pHs. Reprinted with permission from Gattrell et al.,293 Copyright 2006, Elsevier Ltd. |
The pH is also an essential factor in determining the products of CO2R. Taking Cu as an example, an increase of pH shifts the product selectivity from H2 and CH4 to higher carbon products such as C2H4.45,238,241,298,299 The HER suppression at higher pH can be easily described by the reduced availability of H+/Hads. However, how pH affects CO2R products (i.e. CH4 preferred at low pH and C2H4 at higher pH) is very complex, and is likely related to the multiple proton-coupled-electron steps involved in their various reaction pathways, and the rate-determining steps in those various microkinetics.294,298,300–302 The different onset potentials238,299,303 and Tafel slopes304–306 for CH4 and C2H4 evolution suggest that they follow different reaction pathways. Hori and co-workers proposed that C2H4 evolution is pH independent, while the pathway for CH4 evolution is pH-dependent, during or prior to the rate-determining step (RDS).306 By using online electrochemical mass spectrometry (OLEMS), however, Schouten's group found that the onset potential for forming CH4 and C2H4 are both pH-dependent particularly over Cu (111) electrode.307,308 Schouten and co-workers proposed two possible reaction pathways for the formation of C2H4 as illustrated in Fig. 22a. One pathway is pH-independent, involving the formation of CO dimer where proton transfer is not the RDS, and preferentially takes place at Cu (100) facets. This pathway has also been theoretically confirmed by Calle-Vallejo and Koper.309 Another pathway is pH dependent, sharing the same *CHO intermediate, which is also critical in evolving CH4, and takes place both at Cu (100) and (111) facets. More interestingly, the overpotential for both CH4 and H2 evolution is lowered at a very high pH (e.g. pH = 13, see Fig. 22b).308,310 The reduced overpotential of HER at higher pH could be a result of the possible reaction pathway shift from pH dependent (due to proton availability) to pH independent (due to water discharge).293,311 Likewise, it could be understood that a similar shift likely takes place during the formation of the CH4 at higher pH. Based on this understanding, electrolytes with higher pH can favor the formation of higher hydrocarbon products (especially over copper catalysts). Recently, Sargent and co-workers45 showed that strong alkaline media (7 M KOH) accelerates the kinetics of CO2R by lowering the C–C coupling energy barrier over Cu catalyst and could achieve a C2H4 FE of ∼70% at −0.55 V vs. RHE over 150 h of continuous CO2R operation. Therefore, more researchers are investigating KOH as electrolyte to further enhance the efficiency and selectivity of >C2 products.45,312
Fig. 22 (a) The proposed reaction mechanism for the reduction of CO2 on Cu single crystal electrodes and (b) the reduction of CO in 0.1 M HClO4 (pH 1), 0.2 M NaClO4 (pH: 2 and 7) and 0.1 M NaOH (pH: 13) on Cu (111) left and Cu (100) right. Reprinted with permission from Schouten et al.,308 Copyright 2014, Elsevier Ltd. |
Additionally, it could be understood that a rise in the local pH could be beneficial for >C2 products; however, with a rise in local pH, the equilibrium of CO2 and water neutralization reaction shifts more towards bicarbonate formation, which eventually depletes the local CO2 concentration and thus reduces the CO2R selectivity by promoting HER.62,290 This conflicting statement really begs a question on whether a high local pH is really desirable or deleterious for the CO2R reaction. At higher pH, CO2 may still exist in low quantity (if ample CO2 is transported into the solution) due to its limited hydration kinetics.242,313 Therefore, an optimal pH may exist for an efficient reaction and sufficient CO2 supply. Recent modeling studies found a relationship between pH and selectivity of CO2R with a maximum CO2 selectivity over an optimal local pH range of 9 to 10 (especially for C2 products).154,314 Interestingly, at higher pH, the selectivity and activity of >C2 products reach a maximum and finally start decreasing, whereas, CH4 evolution starts increasing.63 A possible reason for this behavior could be the increased coverage of H* caused by the depletion of CO* in the limited mass-transport regime. Such adsorbed protons promote CH4 evolution (by CO hydrogenation) and reduce the chances of CO* coupling to make >C2 products.315,316
Furthermore, in a relatively alkaline environment, the Cannizzaro reaction (Fig. 23a) could take place during CO2 electrolysis. In a Cannizzaro reaction, an aldehyde can disproportionate to the corresponding carboxylic acid and alcohol.317 Through investigating the reduction of formaldehyde in various electrolytes, such as perchloric acid (HClO4), sodium perchlorate (NaClO4), and phosphate buffers, Koper and co-workers observed that the disproportionation reactions are strongly influenced by the electrolyte pH and buffering strength.317 As OH− ions are essential for the Cannizzaro reaction, HCOOH is easier to form in the HClO4-based electrolyte (pH = 3) than the one with pH = 1 (see Fig. 23b). In phosphate electrolyte with a high buffering capacity and thereby a relatively low local pH, Cannizzaro reaction was significantly hindered, leading to a negligible formation of HCOOH.317 Therefore, researchers should be careful in distinguishing the products such as acids and alcohols formed from the disproportionation reactions and those formed by direct CO2R, especially for the liquid products such as methanol and ethanol, where the corresponding aldehyde is often proposed as a reaction intermediate.318 This is especially true since interrogation of the just produced products is hard to measure compared to the ones that further react and transport and are detected in the bulk solution or gas flows.
Fig. 23 (a) Cannizzaro disproportionation reactions showing formaldehyde disproportionate to formate and methanol, adapted from Birdja and Koper317 (2017), (b) formic acid formation during reduction of formaldehyde in perchloric acid (pH: 1 and 3), 0.1 M phosphate buffer pH 6.6, and 0.01 M phosphate buffer pH 6.8. Scan rate: 1 mV s−1. Reprinted with permission from Birdja and Koper,317 Copyright 2017, American Chemical Society. |
Enhanced mass transport makes the value of local pH closer to the bulk pH, thus influencing the activity and selectivity of cathodic reactions.295,319 Through rotating a Cu cylinder electrode to enhance the mass transfer, Marshall and co-workers found that the CO2R activity decreased with the increasing rotation speed, along with a change in product preference from CH4 to CO, while HER was promoted.319 Such degradation of CO2R is attributed to the formation of graphitic carbon on electrode surface due to low local pH at higher rotation speed, resulting in the deactivation of the active sites for CO2R.319 This evidence is also supported by Mul and co-workers, who presented a pH-dependent pathway for the deactivation of Cu electrode due to carbon formation.288 In addition, the change in product selectivity from CH4 to CO at higher rotation speed could be due to lower coverage of adsorbed *CO, which is a precursor for CH4 formation.319
A large number of studies report the effects of pressure on product selectivity and FE of CO2R processes.67,108,109,159,210,212,288,324–330 Hara et al.330 reported that on a Cu wire (0.16 cm2) in 0.1 M KHCO3 the CO2R products shifted from H2 at 1 atm to hydrocarbons then to CO and/or HCOOH as the pressure was increased to 30 atm, with PCDCO up to 523 mA cm−2 observed. Table 6 summarizes a typical example reported by Hori et al.210 of the effect of CO2 pressure on product selectivity over different metal electrodes. Hori et al. observed that over group B catalysts, which include Fischer–Tropsch catalysts like Ni, Co and Fe, product selectivity shifted from H2 at ambient pressures to HCOOH and CO at high pressure.210 Kudo et al.331 reported similar shifts from H2 at low pressures to CO, HCOOH, and hydrocarbons at 60 atm over Ni catalysts as shown in Fig. 24a. They observed that the hydrocarbons from CO2R over Ni followed a Schulz–Flory probability distribution like that obtained by the Fischer–Tropsch reaction, and proposed that like the conventional Fischer–Tropsch process electrochemical CO2R at high pressures may involve hydrogenation of metal carbonyl intermediates to facilitate production of carbene groups (–CH2–) that polymerize to longer-chain hydrocarbons. In addition, high CO2 pressure increases the surface coverage of CO2R intermediates on the electrode surface, which promotes CO2R and suppresses of HER as illustrated in Fig. 24b and c.210,331
Group | Cathode catalyst | Effect of pressure | |
---|---|---|---|
Major products at 1 atm | Major products at 30 atm | ||
A | Ti, Nb, Ta, Mo, Mn, and Al | H2 | H2 |
B | Zr, Cr, W, Fe, co, Rh, ir, Ni, Pd, Pt, C and Si | H2 | CO and HCOOH |
C | Ag, Au, Zn, In, Sn, Pb, and Bi | CO and HCOOH | CO and HCOOH |
D | Cu | CH4 and C2H6 | CO and HCOOH |
Fig. 24 Electrochemical reduction of CO2 on Ni electrodes, (a) effect of pressure on the FE of various products; reaction mechanism (b) at high pressure (60 atm), and (c) at atmospheric pressure. Adapted with permission from Kudo et al.331 Copyright 1993, The Electrochemical Society. |
For group C catalysts like Ag and Sn, Hara et al.210 did not report a major shift in the type of CO2R products at higher pressure but the FE towards CO and HCOOH did increase (relative to H2), and this was attributed to increased CO2 solubility at higher pressures. Over Cu catalysts (group D), Hara et al.210 reported a shift from hydrocarbon production at 1 atm to CO and HCOOH at 30 atm. Jesús-Cardona et al.326 proposed that at concentrations of CO2 in the electrolyte at elevated pressure, CO2 molecules displace may displace at the electrode's surface some of the CO* that are a key intermediate in the CO2R to hydrocarbon pathway.
High-pressure CO2R requires balancing the pressure in the anode and cathode chambers to prevent damage to the separator.98,212,262 Ramdin et al.98 compared the effects of BPM and CEM on CO2R to formic acid/formate at high CO2 pressure, and after the experiment observed delamination of BPM layers. Note that even in electrolyzer operating at near ambient pressures there can be a pressure imbalance across the separator, especially in CO2R processes where the anode produces O2 and the cathode reduces CO2 to liquid products. This pressure imbalance can deform the separator, so to improve mechanical strength thicker membranes, fabric-reinforced membranes, or additional porous substrates may be require. These approaches may improve strength and durability, but also increase the resistances across the separator.332
The main CO2R reactions and the HER have a positive entropy change so that lower overall thermodynamic cell voltages are required for reactions at higher temperatures. Additionally, lower activation overpotential are required at higher temperatures than lower temperatures to drive a sufficient overall CO2R rate, which can be quantitatively determined through the Butler–Volmer equation.335 The effect of temperature on overpotential appears to be more significant than the effect on thermodynamic potentials. For example, Dufek et al. reported a significant reduction of cathode potentials from −2.19 V to −1.87 V to achieve 70 mA cm−2 over an Ag-based GDEs when operating temperature was elevated from 18 to 70 °C, while less than 0.1 V decrement in thermodynamic voltage was observed when the temperature was increased from 25 to 125 °C.54 Ryu et al.336 reported a similar trend for CO2R over Hg electrodes.
Temperature has a significant effect on hydrodynamic properties (viscosity and density) and concentration gradients (due to solubility relationships) that control rates of CO2 mass transfer. For example, faster CO2 mass transfer coefficients from the gas to electrolyte is observed at higher temperatures because diffusivity of CO2 in gas and liquid phases increases, and the viscosity of the catholyte decreases.337,338 But, a reduced solubility at higher temperatures lowers the overall driving force for the mass-transport across the gas/liquid interface. The relative changes in solubility with temperature for CO2 compared to CO2R products such as CH4 and C2H4 that are sparingly soluble in the catholyte,339,340 could be advantageous to promote quick desorption of products from the electrode surface. However, proton transfer rates may also increase at high temperatures and so increasing temperature can potentially promote HER at the cathode.
The enhanced diffusivity and thinner static laminar layer at the electrode exhibited at higher temperatures reduces ohmic resistances in the electrolyte. In GDEs, temperature can also change the phase-change induced flow and result in dryers CLs.189 However, increased temperature means higher water entering into the electrolyzer at same relative humidity and so that can help get to higher CDs, especially if the system is water limited.189
Temperature is known to affect the product distribution of the CO2R reaction over different catalysts.341–344 for example, Hori et al.209 reported a decrease of FECH4 and increase of FEC2H4 over Cu foil at 5 mA cm−2 when the temperature was raised from 0 to 40 °C. Ahn et al.343 reported a similar trend when increasing the temperature from 2 to 22 °C. A close proximity of *CO intermediates is important for the formation of C–C bond, meaning that a high *CO coverage should make it easier for the C2H4 evolution. However, the reported suppression of C2H4 at high temperature, where the coverage of *CO is low, suggests that *CO coverage may not play a dominating role at least within the studied range. Alternatively, several recent theoretical studies proposed that *COH and *CHO intermediates are crucial to determine whether the product is CH4 or C2H4, respectively with a Cu electrode.318,345,346 According to the work reported by Luo et al.,346 the availability of absorbed protons is essential to form *CHO, while the absorbed H2O is important to serve as a shuttle (H3Oδ+) to transfer the proton to the *CO intermediate to form *COH. Therefore, one possible explanation of the reported temperature effect is that low temperature can stabilize the formation of (H3Oδ+) proton shuttle, making it easier to form *COH intermediate, thus facilitating the production of CH4. On the other hand, higher temperatures increase the availability of adsorbed protons at the electrode surface, resulting in an easier formation of *CHO intermediates that promote C2H4. Moreover, the adsorbed protons could also partially contribute towards promoting HER. When temperature further increased from 22 °C, a degraded FE(C2H4) over Cu electrode was observed by Ahn et al.343 This suggests that the aforementioned coverage of *CO starts to dominate instead of the coverage of adsorbed protons.343 Interestingly, potential vs. RHE showed an opposite trend when comparing the temperature-effect results reported by Hori et al. and Ahn et al. Nevertheless, both studies report similar observations towards FE of CH4 and C2H4, suggesting that the potential effect as imparted by the temperature change on the product distribution could be negligible in the studied temperature range.
Considering the effects of the potential on the reactivity and selectivity as mentioned, we recommend the design of experiment to keep the potential vs. RHE constant when investigating temperature effects, as this potential is corrected by both temperature and pH. Overall, the temperature has significant impacts on the surface coverage of CO2R-related species (*COOH and *CO) through affecting their mass-transfer characteristics (e.g. solubility), as well as the coverage of proton-related adsorbates (e.g. H* and H3Oδ+) that also are important for the formation of key intermediates (e.g. *CHO and *COH). Such effects likely contribute the observed temperature-dependent CO2R selectivity.
A small increase in temperature can lower the ohmic resistance of the separator.94,347 However, too high of a temperature degrades the ionic conductivity and mechanical structure of the membranes. Taking perfluorosulfonic acid (PFSA) polymer-based membrane as an example, its clusters of the hydrophilic sulfonic-acid group uptake sufficient water and allow protons to move easily in the membrane. In a fuel-cell configuration, a too high temperature (>90 °C) lowers the water content in the membrane, leading to a decreased ionic conductivity.348 Common AEMs, such as quaternary ammonia polysulfone, limit the operation to a much lower temperature than CEMs due to chemical stability concerns.349 The Sustainion® membrane, developed by Dioxide Materials, has an improved ionic conductivity (∼140 mS cm−1 in 1 M KOH aqueous solution at 80 °C) and can stably be operated at temperature up to 80 °C.347 Ceramic based separators such as ZrO2 diaphragm can withstand higher operating temperature, but again they also pose other key risks such as product cross-over that lose conversion efficiency of the cells.
The most promising CO2R electrolyzers under development are based on designs and understanding translated from polymer electrolyte fuel-cells. Of the types of continuous CO2R electrolyzers under development, vapor-fed electrolyzers may be the most promising for the large-scale CO2R processes because this configuration provides opportunity to feed wet CO2-rich flue gas directly to the electrolyzer without CO2 capture process units.350 This technology if coupled with renewable electricity generation could also provide opportunities for passive CO2 capture from the atmosphere.351 Vapor-fed electrolyzers may also reduce risks of catalyst poisoning from trace impurities in liquid electrolytes. For large-area electrodes in industrial scale electrolyzers, achieving uniform current and voltage distribution throughout the electrode surface and managing pressure gradients at the gas–electrolyte interface are critical, thus further work is required to optimize the electrode and flow-field design. In this regard, advanced manufacturing technologies like 3D printing352 combined with computational modelling may help to optimize electrode and electrolyzer geometries.
There are fundamental aspects of electrolyte interactions in CO2R processes that are not fully understood. For example, although the charge carrying capacity of electrolytes is the primary function, researchers have discovered that electrolyte cations contribute in other ways to effect to the availability of protons and to stabilize CO2R intermediates. Likewise, electrolyte anions can provide local pH buffering effects due to specific adsorption of anions at the cathode surface. Low CO2 solubility and competitive HER remain major challenges in inorganic salts-based aqueous electrolytes. Other new solvent-electrolytes such as ionic liquids and deep eutectic solvents may become more attractive if their cost reduces in the future, but to be effective CO2R electrolytes the viscosity of these solvents will also need to be managed, for example by mixing with a co-solvent such as water.
While our review has focused on electrochemical CO2R at the cathode, we acknowledge that the anode catalyst is also critical and especially because the state-of-the-art Ru and Ir based anode materials are a major contributor to the cost of electrochemical CO2R. Therefore, any advances in anode technologies achieved in other applications such as the oxygen evolution reaction in water splitting should help inform development of electrochemical CO2R processes. Water purification from treating wastewater through anodic oxidation of organic pollutants could be another approach to be considered for coupling with CO2R.353 Moreover, since the oxidation potential of chloride is similar to that of water, producing chlorine at anode354,355 (similar to chlor-alkali cells) without the expense of extra energy could be beneficial for optimizing the overall process.
A final consideration in research needs for CO2R relates to experimental methods used to test novel catalysts and electrolyes. Most laboratory studies still use H-type batch setups40 in which the solubility of CO2 in electrolyte and gas–liquid mass transfer limits can control the overall rate of CO2R reactions, plus the transport of ions across separators in H-type cells can limit applicability of long term stability tests. Lab scale continuous flow-cell electrolyzers offer opportunities to detect minor CO2R products99 and to better control reaction conditions than in H-cells. The cost of flow-cell apparatus is no longer significantly higher than a batch cells, so we expect the trend in reporting continuous CO2R measurements in catalyst studies may become more common. Clark et al.200 have also highlighted the urgent need for standardized protocols, such as those developed for battery testing and fuel cell performance, to benchmark performance of catalyst and electrolyzers for electrochemical CO2.
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