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ISRN Chemical Engineering
Volume 2012 (2012), Article ID 753687, 22 pages
Enzymatic Carbon Dioxide Capture
Institut de Recherches sur la Catalyse et L’environnement de Lyon, Université Claude Bernard Lyon 1 CNRS, UMR 5256, 2 Avenue Albert Einstein, 69626 Villeurbanne, France
Received 8 October 2012; Accepted 31 October 2012
Academic Editors: P. V. Bonnesen and N. Kakuta
Copyright © 2012 Alain C. Pierre. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
In the past decade, the capture of anthropic carbonic dioxide and its storage or transformation have emerged as major tasks to achieve, in order to control the increasing atmospheric temperature of our planet. One possibility rests on the use of carbonic anhydrase enzymes, which have been long known to accelerate the hydration of neutral aqueous CO2 molecules to ionic bicarbonate species. In this paper, the principle underlying the use of these enzymes is summarized. Their main characteristics, including their structure and catalysis kinetics, are presented. A special section is next devoted to the main types of CO2 capture reactors under development, to possibly use these enzymes industrially. Finally, the possible application of carbonic anhydrases to directly store the captured CO2 as inert solid carbonates deserves a review presented in a final section.
One of the main problems our world is presently facing, concerns the capture of anthropic carbon dioxide rejected in the atmosphere by human activities. This gas is considered as one of the main atmospheric components responsible for a greenhouse effect and an increase of the earth atmosphere temperature [1, 2], with many unwanted consequences, including the development of infectious diseases . According to a report by the International Panel on Climate Change (IPCC) on the earth climate evolution, dating from 2007, the release of this gas in the atmosphere has increased by 80% from 1970 to 2004 and it accounted for 76.7% of the “Greenhouse Effects Gases” in 2004 . An international agreement termed the “Kyoto Protocol,” established by the United Nations Framework Convention on Climate Change, was initially signed in 1997 by 37 countries in order to reduce greenhouse gas (GHG) emissions . This treaty was enforced in 2005 and the number of countries who ratified the convention increased to 191 in 2011. The target was to reduce the CO2 emission by an amount depending on the country by comparison with a defined basis (8% in Europe, 7% in USA), over the five-year period 2008–2012.
Several methods are being developed or studied for this purpose [6, 7] and progress is being followed by the International Energy Agency (IEA) of the Organization for Economic Co-operation and Development (OECD) . A general review was also published in a book chapter by Muradov . Amongst them, one group of technology is proposing to use enzymes of the carbonic anhydrase type. The specificity of these enzymes is to catalyze the reversible transformation of neutral aqueous CO2 molecules, termed CO2(aq) in this paper, to the ionic species H+ and . Very few reviews have specifically addressed these enzyme projects. To our knowledge, these comprise a recent publication by Shekh et al.  and a bibliography in a recent Ph.D. thesis by Favre . However, the number of new research articles published has also significantly increased during the same time span, and the aim of the present paper is to present an up-to-date synthesis of this field.
2. Place of Enzyme Technologies amongst the Main CO2 Capture and Storage (CCS) Techniques
Three major steps are being considered to tackle the anthropic CO2 problem: the capture of this gas from the atmosphere, its transport to storage places, and its storage under various forms. These 3 steps are often gathered under the abbreviation “CCS,” for “CO2 Capture and Storage.” Enzymes are concerned by the first step, that is, CO2 capture, and also to some extent by the third one, to transform the captured CO2 to carbonates for a safe storage, or possibly to more valuable products.
The main techniques developed to capture the CO2 from industrial fumes can be classified as “postcombustion,” “oxycombustion” or “precombustion” methods . The enzymatic capture techniques can be classified within the first group of methods, where CO2 is withdrawn from the industrial fumes produced by the combustion of hydrocarbons. Within this group, different CO2 capture and storage techniques are actually in competition and they were reviewed in the 2005 report from the Intergovernmental Panel on Climate Change (IPCC) . They comprise amine scrubbing, membrane separation, wet and dry mineral carbonation, pressure storage, and adsorption on solids or in liquids.
Typically, industrial fumes contain from 10% to 20% CO2, mixed with nitrogen as the major component plus some lower percent of O2 and H2O vapor and a variety of other pollutants, in particular sulfur compounds. The processes most extensively studied rest on reversible carbonation reaction with amines. For instance, when an aqueous monoethylamine (MEA) solution is used, some ammonium carbamate partly hydrolyzed to a carbonate is produced . To recover the CO2 from the carbamate, it is then necessary to increase the temperature in order to displace the carbonation equilibrium towards CO2 release. In the enzyme techniques, the amines are replaced by an aqueous solution of enzyme of the carbonic anhydrase family. As previously mentioned, the latter proteins can catalyze the reversible transformation of CO2(aq) neutral species to ionic species, provided adequate conditions can be satisfied as further detailed in the present paper.
By comparison, in the “oxycombustion” methods, combustion of the hydrocarbon is achieved in pure O2 or in a mixture of O2, H2O vapor and CO2. Consequently, the fumes are mostly constituted of H2O vapor and CO2, from which CO2 can simply be separated if H2O is condensed to the liquid state, by cooling . At last in the “pre-combustion” methods, the fuel used is first converted to a mixture of CO2 and H2, often termed “syngas” .
In most cases, the recovered CO2 can then be compressed to liquid CO2 under a moderate pressure (e.g., 2 MPa at −20°C), to be transported by ships or trains. It can also be transported by pipeline, usually when brought to the supercritical fluid state, (temperature >31°C, pressure >7.4 MPa) .
The main storage methods which are being tested consist in injecting the captured CO2 at great geological depth, at least 800 m, where it can hopefully remain for a time as long as possible [13, 15, 16]. The main geological sites considered for such storage comprise exhausted oil fields, unexploited coal seams where CO2 could possibly react with the coal to produce some methane, and deep underground salinas which are actually evenly dispersed and abundant on Earth, so that they could offer a storage volume of the order of 10 times that from the other geological sites [13, 15–17]. Injection of the CO2 in the ocean, at a depth beyond 1000 m where dense solid CO2 hydrates could form, is also being considered . A number of fundamental research studies also addressed the adsorption of CO2 on solids, mainly basic solids. Carbonic anhydrase enzymes are concerned by a storage technique of CO2 as solid carbonates. Such storage is often considered to be of lesser importance, because it would require abundant and cheap basic cation sources (Ca2+, Mg2+, Na+, etc.) to be economically applicable. However, a number of basic scientific publications have addressed the use of carbonic anhydrase for this purpose, and they are reviewed in the last section of this paper.
CO2 could also be used as a substrate to synthesize valuable chemicals, as reviewed by Sakakura et al. . In particular, combined with a dehydrogenase, CA enzymes could be used to transform the captured CO2 to methanol by a fully enzymatic process . Besides, other biological techniques are also in progress such as the use of marine algae to perform a photocatalytic transformation of CO2 to biofuels [20–24]. However, these subjects are outside the scope of the present paper.
3. The Physical Chemistry of CO2 Capture in Aqueous Media
The general mechanism of CO2 capture in aqueous media and its separation from other gases, can be decomposed in the 5 following steps .(1) Dissolution of the CO2 gas molecules in water on the CO2 capture side, at the gas/aqueous medium interface, according to the Henry’s equilibrium [26–28]. As a result, neutral aqueous CO2(aq) molecules are introduced in the aqueous film in direct contact with the gas. (2) Reversible conversion by deprotonation of the neutral CO2(aq) species, usually termed hydration, to form anionic bicarbonate species , according to a chemical equilibrium which is pH dependent.(3) Transport of both the neutral and anionic aqueous CO2 species, from the CO2 capture side towards the CO2 release side, by molecular diffusion inside the aqueous medium and/or by forced fluid circulation.(4) Reverse conversion of the anionic species to the neutral CO2(aq) ones, according to the same chemical equilibrium as in step 2. (5) Evaporation of the CO2(aq) in the gas to liberate CO2 gas species, on the CO2 release side, according to the same Henry’s equilibrium as in step 1.
Regarding steps 1 and 5, the Henry’s chemical equilibrium can be writtenas
According to this law, the molar fraction N(CO2(aq)) of the CO2(aq) species in the aqueous film, in equilibrium with a gas phase with which it is in direct contact, is proportional to the partial pressure P(CO2(g)) in this gas. This equilibrium equation concerns both the capture side and the release side. After conversion of the molar fraction N(CO2(aq)) to the molar concentration [CO2(aq)] in water, (2) can be transformed to
The exact nature of these neutral CO2(aq) species is controversial. It is generally admitted that they essentially comprise CO2 molecules more or less loosely solvated by H2O molecules to which they can be linked by fluctuating hydrogen bonds [26, 29, 30]. One of these neutral molecular species is the carbonic acid molecule H2CO3, which could actually be synthesized in a virtually pure state in special conditions, from an exact stoichiometric molecular ratio N(CO2)/N(H2O) ≈ 1 . However, these H2CO3 molecules are metastable and they become very unstable in the presence of a slight excess of water. Hence they remain present in very low molar ratio solutions (<3/1000) in CO2 saturated water at 25°C, by comparison with the simply solvated CO2(aq) species [28, 31–34].
The Henry’s equilibrium is a direct consequence of simple molecular collisions at the interface between the gas phase and the liquid phase, which do not involve chemical reactions. Hence, regarding the first layers of liquid water molecules in direct contact with the gas, it is implicitly considered that this equilibrium is very rapidly established and maintained, independently of further diffusion or transformations of the neutral CO2(aq) species . Consequently, for a given P(CO2(aq)) partial pressure, the concentration [CO2(aq)] in the aqueous strata in direct contact with this gas can be reasonably considered as being constant.
On the other hand, equilibrium with a thicker water layer, such as needed for instance to experimentally determine the Henry’s constant, is much slower. The reason is this requires a diffusion of both the neutral and anionic CO2 species, from the aqueous strata in direct contact with the gas towards the whole liquid volume. Fortunately also, when the CO2 Henry’s constant is determined in pure water (no electrolyte added), the neutral CO2(aq) species are by very large dominating over the anionic ones, as summarized further on. Consequently, (3) practically concerns the neutral species only. At last, to favor the dissolution of CO2(aq) species on the capture side, as well as the release of CO2 gas on the release side, the exchange surface between the gas phases and the aqueous medium must also be designed to be as high as possible. This point is very important to design efficient CO2 “scrubbers.”
The solubility of CO2 in pure water under a partial pressure P(CO2(aq)) ranging from 0.1 MPa (1 atm) to 100 MPa was reviewed in 2003 by Diamond and Akinfiev . For lower P(CO2(g)) partial pressures more in line with CO2 capture from industrial fumes, it was reviewed in 1991 by Carroll et al.  and by Crovetto . For instance, according to Crovetto: where the Henry constant is expressed in bar (1 bar = 105 Pa) and the temperature in Kelvin. As an example, for distilled water saturated in CO2 under a partial pressure P(CO2(g)) = 0.1 MPa (= 1 bar ≈ 1 atm), this equation indicates concentrations [CO2(aq)] ≈ 33.7 mmol L−1 at 25°C and 76.5 mmol L−1 at 0°C. The temperature is therefore an important parameter, since the CO2(aq) concentration in water increases significantly when the temperature decreases.
Regarding steps 2 and 4, the first deprotonation equilibrium or so-called hydration of CO2(aq) species to form bicarbonate anions , can be written :
According to (5), the pH rapidly falls below 7 as soon as CO2 is dissolved in distilled water at an initial pH 7, as this is indeed the case to determine the Henry’s constant in pure water. On the other hand, if the pH can be maintained at a value > with the help of a buffer, the formation of ionic species is favored, although the concentration of neutral CO2(aq) species remain fixed at the gas liquid interface by the Henry’s law. Overall, because the anions are much more soluble in water than the neutral CO2(aq) species, a much larger total CO2 concentration can be dissolved in aqueous solution. This result is at the base of the idea to use a catalyst to capture CO2 in aqueous media, where the catalyst role is simply to accelerate the formation of anions.
The kinetic mechanism underlying (5) largely depends on the nature of the catalyst used and carbonic anhydrase enzymes only constitute one type of catalyst. Without any catalyst, hence at an acidic equilibrium pH, the forward reaction to produce anions from CO2(aq) species is first order with a rate constant ≈0.15 s−1. The reverse reaction is faster, with a rate constant ≈50 s−1 [33, 34]. Possibly, it could be considered that the molecule constitutes the transition state. In basic conditions where OH- anions are abundant, the main mechanism involves a direct attack of these anions on the CO2(aq) species. Hence any base is a catalyst of the CO2 capture and competes with the carbonic anhydrase enzyme. The enzyme catalytic mechanism involves its active site, as briefly summarized further on. Overall, as any catalyst, the enzyme only modifies the kinetics rate of both the forward and reverse reactions, not the thermodynamic equilibrium.
It is important to note that the Henry exchange mechanism operates for all gas components present on the capture side, including O2 and N2. However, with the latter species, no formation of highly soluble anions such as occurs. Hence the overall concentration of these components in water, and their further transport rate towards the release side, remains much lower than that of CO2, provided the pH is such that species are abundant. Unfortunately, this is not the case of other pollutant species such as SO2, which can also produce very soluble anions such as .
Step 3 of a CO2 capture system, which is the transport of the CO2 aqueous species from the capture side to the release side, applies both to the neutral CO2(aq) species and anions. The liquid medium transport itself can be forced, with the help of circulating pumps as in one type of process under development presented in the next section, or it can be spontaneous by simple molecular diffusion. In both cases, the CO2 transport must be fast enough to not be the rate limiting step. This implies a fast circulating pump system in the former case, or a very short diffusion distance such as for instance across thin water films in the latter case. In the CO2 capture systems based on such thin aqueous films, transfer of the CO2(aq) and species from the capture face towards the release side by diffusion of these species is illustrated Figure 1, which gathers the 5 previous steps. Besides, the diffusion coefficients of CO2(aq), and other gas species such as N2 and O2, are of the same order of magnitude, because their molecular weights are relatively close to each other. Hence, as previously mentioned, it is indeed necessary to maximize the concentration on the capture side, with the help of a catalyst and in the appropriate pH range, so as to increase the overall separation selectivity in CO2 relative to other species.
In the case of a thin aqueous membrane, the overall CO2 transfer rate across the membrane is described by (6) where Φ (CO2), expressed in mol s−1 m−2 is the CO2 flux density carried per second across 1 m2 of liquid membrane; P(CO2(capture)) and P(CO2(release)) are the CO2(gas) partial pressures, in Pascal, on both sides of the liquid membrane and defines the membrane permeance, measured in mol s−1 Pa−1:
Another direct consequence of the CO2 capture in aqueous media concerns the influence of the partial pressure P(CO2(capture)) on the capture side. According to Henry’s law (3), the [CO2(aq)] concentration dissolved in water increases with the CO2 partial pressure P(CO2(g)) in the gas in contact with the aqueous medium. In turn, the [H+] and  equilibrium concentrations increase with P(CO2(g)), as a consequence of the hydration equilibrium reactions in (5), unless an increasingly stronger and faster reacting buffer can be added to maintain a pH > . But this becomes increasingly difficult to achieve as P(CO2(g)) increases. Accordingly, experimental results on thin water films gathered by Bao et Trachtenberg  and reproduced in Figure 2, confirm that the enzyme efficiency to accelerate the CO2 capture decreases as the partial pressure P(CO2(g)) increases on the capture side.
4. Enzymatic CO2 Capture
Carbonic anhydrase enzymes are labelled as belonging to the group E.C.188.8.131.52 by the International Enzyme Commission, in agreement with theInternational Union of Pure and Applied Chemistry (IUPAC). These numbers indicate that they belong to class 4, the class of lyases which gathers the enzymes able to catalyze a reaction of addition on a substrate carrying a double bond (such as O=C=O), to sub-class 2 corresponding to the creation of a single C–O bondby addition of an oxygen atom (Carbon-oxygen lyase), with an oxygen atom brought by an aqua group (Hydro-lyase, first number 1), being the product, or substrate (inverse reaction) amongst of a list of possible substrates (carbonate dehydratase-second number 1) . Enzymes of this group are actually present in the 3 classes of the living world: prokaryotes, archaea, and eukaryotes [38, 39].
Historically, the first carbonic anhydrase (CA) was discovered in 1933 by Meldrum and Roughton when studying the factors responsible for a rapid transition of the bicarbonate anions from erythrocytes towards the lung capillary . In 1939, CA of plant origin were shown to be different from the previously known CA . In 1940, Keilin and Mann purified AC extracts from bovine erythrocytes and they showed that the CA contained a Zn atom in their active site [42–44]. In 1963, Veitch and Blankenship discovered AC enzymes in prokaryotes  and the first purified AC extracted from such a source was achieved in 1972 from Neisseria Sicca . The first genetic sequence of a purified AC of prokaryote origin (bacteria Escherichia coli) was established in the 1990’s  and this metalloenzyme of molecular weight of 24 KDa was the first β class CA , while the previous ones were classified in the α class.
In αCA, the active catalytic center is built about a Zn atom in tetrahedral coordination with 3 histidine residues, plus 1 water molecule [49, 50]. For instance, as illustrated in Figure 3 for a human αCAII, this active center is localized in the cavity of a protein comprising a polypeptidic chain of 260 amino acids of molar mass 29 kg mol−1 (29 kDalton) .
βCA predominate in plants and algae. Their main difference with αAC is that they have an oligomeric quaternary structure composed of 2 to 6 monomers, which are each roughly similar to a full αCA. In each monomer, the Zn atom is moreover coordinated to 2 cysteines, 1 histidine, and to 1 aspartate by the intermediate of its carboxylate termination. The first CA from an Archaeon was isolated and purified in 1994 by Albert and Ferry from Methanosarcina thermophila . It showed a different amino sequence by comparison with the previous α and β CA, hence it was placed in a new γ-CA class. Contrary to the previous CA, their Zn atom is coordinated in a penta mode to 3 histidines and 2 water molecules.
During the following years, much progress was achieved to discover new AC varieties and to understand the catalytic mechanism of these enzymes, particularly regarding the AC of human origin [52–54]. While α and β CA were found to predominate in Eukaryotes, γ CA were mostly present in Archaea [39, 46]. A new CA of molar mass 27 KDa was extracted from Thalassiosira weissflogii  and it showed a different amino acid sequence, compared to α, β and γ CA. Hence it opened a new δ CA class . To this one must add another type of CA purified and sequenced from the shell of Halothiobacillus neapolitanus. This enzyme can also be found in the shells of Marine cynobacteria Prochlorococcus and Synechococcus. Its molecular weight of 57.3 KDa and its tertiary structure showed two domains, similar to the β-CA, except that only one of these domains had a Zn binding site. This CA converts to CO2 inside shells where the CO2 is incorporated within the biomass by the enzyme Ribulose Bis phosphate Carboxylase (Rubisco) . It was placed it in a new ε-CA class. δ and ε CA are present in eukaryotic algae and phytoplankton. Their Zn is coordinated 2 cysteines, 1 histidine, and 1 water molecule. At last, a ζ-CA class, comprising CA of molar weight 69 KDa containing a cadmium atom in their active site in place of a zinc, was isolated from the marine diatom Thalassiosira weissflogii. .
Globally, the AC enzymes based on Zn atoms are classified in 5 groups labelled α, β, γ, δ, and ε which all have in common to catalyze for the interconversion of and CO2 [34, 52, 58, 59]. However, in more details regarding the mammals αAC, 4 sub-classes can distinguished [53, 58, 60].(i) Cytosolic αCA, present in the cytoplasm of cells, themselves comprising several sub-sub-groups labelled CA-I, -II, -III, -VII, and –XIII.(ii) Mitochondrial αCA present in cells mitochondria (groups CA-VA and -VB).(iii) Secreted αCA present in saliva and milk (group CA-VI).(iv) Membrane binding αCA (groups CA-IV, -IX, -XII, -XIV, and -XV).
To these one must add 3 “acatalytic” CA isoforms with unclear functions (CA-VIII, -X, and -XI). Overall, 16 different forms of isozymes (or isoenzymes), which are different forms of an enzyme type coexisting in a same living organism, could be identified in the mammals, of which 10 in humans.
The panel of CA enzymes available to capture CO2 is indeed large and it keeps increasing. For instance recently, Ramanan et al. reported the isolation, purification, and sequencing of CA from the Enterobacter bacteria Citrobacter freundii and Bacillus subtilis. . Progress regarding CA enzymes also concerns their extraction and purification techniques. Da Costa et al. compared 2 different purification techniques of bovine CA (BCA): one by extraction with the organic solvents chloroform and ethanol, and the other by ammonium sulfate precipitation . In a CO2 hydration assay, the first technique provided the highest enzyme activity, for a recovery of 98% and a purification factor of 104-fold. Im Kim et al. compared the hydration activity of a cheaper recombinant α-type CA from Neisseria gonorrhoeae (NCA) which they highly expressed in Escherichia coli, with a more expensive commercial BCA. The activity of both CA was found to be equivalent. Even the nonpurified NCA showed a significant activity, which opens the route to less expensive enzymatic CO2 capture processes . On the other hand, Trachtenberg patented a new γ-carbonic anhydrase enzyme which could operate in the temperature range of 40–85°C . Regarding this last point, an interesting geological discovery must also be mentioned. Along the mid-ocean ridge system where tectonic plates are moving away from each other, sea water penetrates the fissures of the volcanic bed and is heated by the magma. This heated sea water rises to the surface and, although this environment seems very hostile, many microorganisms happen to prosper. Amongst them, some micro-organisms have developed efficient CO2 assimilation processes . In a quite different domain, an artificial, bifunctional enzyme containing both a CA moiety from Neisseria gonorrhoeae and a cellulose binding domain (CBD) from Clostridium thermocellum was synthesized. This new biocatalyst opens the route to the development of new immobilized enzyme CO2 capture systems . Besides, the synthesis of biomimetic analogs of CA enzymes is also being investigated. After immobilization on a support, these catalytic complexes could be used to design “biomimetic” CO2 capture systems more robust than the true enzymatic ones [67, 68]. Overall, new more efficient and cheaper enzymatic systems for CO2 capture may reasonably be expected to progressively appear in the future.
Carbonic anhydrase enzymes are known to catalyze 2 different types of equilibrium reactions . First, as a “hydrase,” they catalyze the equilibrium hydration and dehydration reactions of CO2(aq), previously presented (5). Secondly, as an “esterase,” they hydrolyze substrates such as the para-nitrophenylacetate (p-NPA) to para-nitrophenol (p-NP) according to Figure 4.
The capture of CO2 is concerned by the hydrase activity. The catalytic properties and mechanism of CA enzymes in CO2 hydration were the subject of many papers which are only partially reviewed here. Overall, the experimental techniques used to measure this activity were generally derived from an electrochemical method first designed by Wilbur and Anderson . These scientists studied 3 types of techniques, based on manometry, colorimetry, and electrochemistry respectively. The manometric techniques rest on a measure of the gas pressure, in a CO2 containing atmosphere in equilibrium with an enzyme solution in a buffer. The colorimetric technique rests on a measure of the time for a change in color, when a color indicator is mixed in the enzyme solution. Actually, the latter technique was first investigated by Brinkman in 1933  and later successively modified by Meldrum and Roughton , Philpot and Philpot , and finally Wilbur and Anderson . The electrochemical technique rests on a measure of the pH decreasing rate with a pH electrode, during CO2 capture. This is often done at low temperature (e.g., ≈4°C)  in CO2 saturated water to which a buffer at a pH slightly above 8 is added, altogether with a variable mass of enzyme (a few mg). The pH decreasing rate with time, is usually determined in a pH range about pH 7.
Because CO2(aq) hydration also occurs without any enzyme, it is necessary to subtract the non-enzymatic contribution from the data obtained with the enzyme. This operation really gives the “added” contribution to CO2 hydration, due to the enzyme. For instance, let and designate the times measured when the pH decreases from 7.5 to 6.5, respectively, without enzyme and with a mass of CA. The activity per mg of enzyme, really a “relative added activity” , can be expressed inUnits per mg (U mg−1) according to Wilbur equation (7), where is the pH decreasing rate with the enzyme and the pH decreasing rate without any enzyme: In most papers, is often simply termed .
Biochemists traditionally measure the enzyme concentration in preparations in “units” (“U”), where 1 U is defined as the quantity of enzyme which catalyzes the transformation of 1 μmol of substrate in 1 minute in conditions which must be specified (substrate nature and concentration, temperature, liquid medium, pH). However, regarding CO2(aq) hydration, the “units” defined through (7) are not of a same nature. They rather designate an “added relative activity” which largely depends on the buffer used, because the non-enzymatic contribution significantly depends on this buffer. The latter brings OH− anions which are catalyst competitors to the enzyme, as previously mentioned. Hence (7) cannot be used to indicate the “enzyme concentration” of a CA preparation. For this purpose, the hydrolysis of para-nitrophenyleacetate (p-NPA) into para-nitrophenol (p-NP) according to Figure 4 has to be used instead. This reaction is typically followed by measuring the UV-visible absorption due to p-NP, at a wavelength of 400 nm and 25°C, after mixing an aqueous CA solution at pH 7.5 with a p-NPA solution in acetonitrile. Because p-NPA also undergoes self dissociation, the rate of the self dissociation measured in the same conditions without enzyme must be subtracted from the data obtained with the enzyme .
On the other hand, it is necessary to keep using Wilbur’s equation (7) when the aim is to study the factors affecting CO2 hydration. Different scientific groups have applied this equation with variations regarding the enzyme concentration, the CO2 saturated water volume and the buffer nature and molarity. Overall, the hydration kinetics of CO2(aq) by CA enzymes was extensively studied [44, 49, 50, 73–76]. However, the oldest data were often affected by significant error magnitudes, as reported by Bondetal. , Mirjafari et al.  or Ozdemir . In the most recent developments, CO2 saturated water and an enzyme solution in a buffer are rapidly mixed in astop-flowcell. The pH time evolution is then followed by recording the visible light absorption at a characteristic wavelength of a pH dependant color indicator [44, 74].
It must also be mentioned that other CO2-capture assaying methods have also been developed for many decarboxylating enzymes. In particular, some methods involve a radiometric measurement of the trapped 14CO2 by scintillation counting, which can be performed in capped tubes or in the μL wells of titration plates .
The simplest model of enzyme kinetics applied to CA enzymes is the very classical Henri-Michealis-Menten model . The chemical reactions underlying this model can be summarized by (8) in the case of CO2 hydration, where CA.CO2(aq) stands for a so-called enzyme-substrate Michaelis complex:
In 1913, next to a work by Henri [80, 81], Michaelis and Menten  considered that at the beginning of product formation (presently ), the second inverse reaction corresponding to the kinetic constant was very slow and could be neglected, so that the initial formation rate of this product could be written as:
This mechanism also implies that the species CA, CO2(aq), and CA.CO2(aq) were in quasi-thermodynamic equilibrium, described by a thermodynamic equilibrium constant termed the Michaelis constant defined by Overall the following Michaelis-Menten rate equation (11) previously established by Henri [80, 81] is applied to CO2(aq) hydration:
In this equation, is the maximum initial formation rate of the product , obtained when the total enzyme concentration is engaged in a Michaelis complex CA.CO2(aq).
Amongst the many publications related to this simple model, a number of them report some values for , , /, and possibly . An example of such kinetic constants are for instance gathered in Table 1 for the most efficient human CA (isoenzyme CA II), regarding both the forward and reverse reactions, for which CO2(aq) and are, respectively, the substrates. Table 1 shows that the enzymatic turnover number of the forward hydration reaction is high, ≈ 106 s−1, as well as the ratio of this turnover to the Michaelis constant / M−1. These high numbers are at the origin of the idea to investigate the enzymatic capture of CO2.
However, according to (5), a proton H+ is also exchanged during CO2(aq) hydration. This is illustrated in Figure 5 regarding the active site of a αCA enzyme, for the most simple mechanism model. The latter model involves 4 successive steps [49, 50, 75] as follows. (1) The enzyme ligands close to the enzyme active site induce a polarization of the O–H bond in the H2O molecule coordinated to the Zn atom. This facilitates the deprotonation of this aqua ligand which is transformed to an OH− ligand, while the lost proton is captured by another histidine residue close to the active site.(2) The oxygen atom of this OH- ligand performs a nucleophilic attack onto the C atom of an incoming CO2 molecule. (3) As a result of this nucleophilic attack, an anion is bound to the Zn coordination center.(4) This ligand is labile and in turn it can be rapidly exchanged for an H2O ligand, which regenerates the enzyme active site in its initial state.
However, the Michaelis-Menten rate equation model implies that this proton exchange is not rate limiting, while many studies later showed that the nature of a buffer mixed in the enzymatic solution could significantly modify the CO2 hydration kinetics. Indeed, as previously mentioned, the base form B of a buffer couple (B/BH+) is in competition with the enzyme to exchange a proton, hence to catalyze the hydration reactions in (5). Hence, other models were developed to specifically address this point. The various kinetic models of CO2 hydration catalyzed by a CA of human source (HCAII) were reviewed and analyzed in detail by Larachi . His result was that the kinetic model most consistent with the reliable experimental data published by different investigators, was a model termed pseudo random Quad Quad Iso Ping Pong. This model involves a proton transfer competition between, on one hand the enzyme active site and the CO2/ couple, on the other hand between the later couple and the B/BH+ buffer couple. The termPing-Pongindicates that the anions must first leave the enzyme active site, before they can interact with the buffer. The termPseudo indicates that the enzyme mechanism requires at least 2 different enzyme-substrate complexes, since a proton must be transported from inside the enzyme active site, towards the active site entrance, before it can leave the enzyme and react with the buffer. The 2 different complexes of the protonated enzyme, designated by EW and in Figure 6 indeed constitute 2 different isomers of this enzyme. In the first one (EW) the proton belongs to the H2O ligand inside the enzyme active site. In the second one () this proton is located near the entrance of the active site cavity, although it still belongs to the enzyme, while the H2O active site ligand is transformed to OH-. Hence, the most important modification brought by the pseudo random Quad Quad Iso Ping Pongmodel to the simplified model presented in Figure 5, concerns previous step 1. As illustrated in Figure 6, it involves a transformation of the enzyme from the EW isomer to the one (Step 1(a)). In this process, the proton H+ withdrawn from the H2O active site ligand in the EW isomer, is transported along a “proton tunnel” to the external entrance of the channel leading to the active site. This tunnel is constituted by a series of H2O molecules covering lateral sites of the channel. At the end of this transfer, the proton remains linked to the enzyme via the imidazole ring of a histidine residue (His64) located on the external surface of the enzyme, a conformation which corresponds to the isomer. In a further step 1(b), this enzyme proton is finally exchanged with the buffer B, to produce BH+.
Step 3 of the simplified model presented in Figure 5 is itself subdivided in 2 sub-steps. First, a CO2 molecule links via a single bond the O atom of the OH− enzyme ligand (step 3(a) in Figure 7 leading to a HO–CO2 ligand). Secondly, this single bond transforms to a chelate bond via 2 oxygen atoms, with transfer of the H atom to the CO3 group terminal position (Step 3(b) in Figure 7 leading to a ligand). Step 4 is itself unchanged as it involves the replacement of an ligand by H2O, while the product is liberated. The active site with a full H2O ligand corresponds to the previous EW enzyme isomer.
A reverse protonation of the liberated to form back some CO2(aq) is also possible outside the enzyme, depending on the pH and the buffer couple B/BH+ used, in particular when the concentration of is high. Moreover, an inhibition of the enzyme active site by the products or CO2, respectively, for the forward and reverse CO2 hydration reactions, must be taken into account when any of these compounds are present in excess in the solution.
The full set of kinetic equations describing this model is very complex and would require a large development to present them. The readers interested in this point are recommended to refer to the publication by Larachi .
A more simple and more approximate equation (13) applicable to CO2 capture in conditions when the substrate concentration is low enough to ignore inhibition reactions, was proposed by Rowlett and Silverman . It only takes into account the Michaelis constant and the corresponding turnover number , as well as a constant which describes the proton transfer kinetics between the enzyme isomer and a buffer B,
When inhibition by and/or CO2 must be taken into account, this equation can be transformed to(14)
with = Buffer Michaelis constant, = inhibition constant by CO2, = inhibition constant by .
The previous effective buffer constant is given by: An apparent inhibition constant can also be defined by
Some kinetic constants for a few buffers are gathered in Table 2. Overall, the influence of the pH on the CA activity in CO2(aq) hydration is therefore complex. However, according to data on provided by Berg et al.  and reported in Figure 8, the human CA reaches its maximum activity at pH > 8, hence when a buffer is added and the base buffer B can compete with the enzyme. These results are consistent with those of Ramanan et al., who reported that the enzyme from Bacillus subtilis was stable in the pH range 7.0 to 11.0, with a maximum activity in the pH range 8 to pH 8.3 [61, 85]. The stability of CA actually depends on the enzyme source, as shown in a study on CA from Pseudomonas fragi, Micrococcus lylae, Micrococcus luteus 2 and commercial bovine CA (BCA) in a pH range 8.0–9.0 and temperature range 35–45° . In the latter study, the stability was the highest for the Micrococcus luteus 2 CA.
The influence of temperature on the human and bovine CA activity in CO2(aq) hydration was studied by Ghannam et al. in a pH = 9 buffer . The data on and are respectively reported in Figures 9 and 10 for these 2 enzymes. For both enzymes, and increased as the temperature increased in the range from ≈5°C to ≈30°C. HCAII was somewhat more active than BCA (higher for HCA), and it showed a better affinity for CO2 (lower ).
However, an increased denaturation of CA enzymes occurs when the temperature increases because the enzyme conformation is progressively altered. Hence the lifetime when they remain active is shortened. This particular aspect was studied in the hydrolysis reaction of para-nitrophenylacetate [88, 89] by BCA enzyme, in which the thermal denaturation kinetic could be described by an Arrhenius type equation (17): In this equation, [E] designates the active enzyme concentration and a kinetic denaturation constant. The latter constant itself followed an Arrhenius type law as a function of the temperature , according to (18) where is a denaturation energy
Some numerical values of were determined by Kanbar and Ozdemir and they are reported Figure 11 . Practically, after 120 min at 40°C, 50°C or 60°C, the residual enzyme activity was respectively 90%, 70% and 20% of its initial activity.
At last, various chemical species inhibit the CA activity, in particular some present in industrial flue gases from which CO2 must be captured. A study was carried out by Ramanan et al. on CA from Bacillus subtilis [61, 85]. The anions Cl−, , and and the metal cations Pb2+ and Hg2+ were found to significantly inhibit the CA activity, while Ca2+ and Mn2+ were weak inhibitors and Co2+, Cu2+ and Fe3+ were found to enhance this activity. Regarding , a major pollutant in industrial flue gases, they found this anion activated CA, contrary to the results of Bond et al. . The inhibition by Cl−, , , and the cations As3+, Ca2+, Mg2+, Hg2+, Mn2+, Cd2+, Cu2+, Zn2+, Co2+, Pb2+, Fe2+, Ni2+, Se2+, Na+, and K+ was also studied on CA from Pseudomonas fragi, Micrococcus lylae, Micrococcus luteus 2, and BCA by Sharma and Bhattacharya . The level of inhibition was found to depend on the ion and the enzyme. It was significantly higher for BCA and M. luteus 2 CA, in particular by the anions.
5. Enzymatic CO2 Capture Scrubbers
In this paper, CO2 scrubbers designate systems to separate CO2(g) from other gaseous components. In 2008, Lacroix and Larachi reviewed the different types of CA enzymatic scrubbers in development . These comprised membrane contactors using free CA solutions, to release gaseous CO2 as well as to precipitate calcium carbonate, contactors using immobilized CA, namely counter-current and cross-con-current packed columns, and contactors using either free or particle-immobilized CA. These authors also examined a list of possible CA enzymes to capture CO2 and to potentially produce useful organic compounds.
Overall, three enzymatic CO2 capture techniques are being industrially developed, to which other scientific research publications must be added. In a first process developed by the company “CO2 Solution Inc.” and schematically illustrated in Figure 12, the enzyme is immobilized on a solid support, itself packed in a bed reactor [30, 91–95]. An aqueous solution is sprayed through a nozzle at the top of the reactor. It washes a counter flow of the gas containing the CO2 to be captured, itself injected at the lower end of the reactor. Capture of the CO2 occurs when the opposite flows of aqueous solution and gas from which CO2 must be scrubbed out, percolate through a supported enzyme bed. A second reactor in which the former aqueous CO2 solution is sprayed, for instance in a carrier gas or in a partial vacuum, makes it possible to recover the CO2 gas. In reactors of this type, the exchange mechanisms between the liquid and the gas in the presence of the CA enzyme, are critical. In order to favor these exchanges, Fradette et al. deposited a patent according to which the liquid layer flows as droplets on the enzyme immobilized on elongated supports, in such a way that the CO2 hydration reaction occurs within the flowing liquid . According to the authors, a prototype was tested in 2004 in an aluminum foundry of the Alcoa Inc. company, during a non-stop one month period. It made possible to capture 80% of CO2 from the industrial fumes . The enzyme permitted to reduce the reactor size by comparison with the same process without any enzyme. The process was also found to be more economical then a process based on CO2 capture by an amine solution, which required to heat the amine solution in order to recover the CO2 [14, 93]. In a variant of such a process, Bhattacharya et al. immobilized the enzyme by covalent grafting on silica coated porous steel and water was sprayed down through the flue gas. The best results were obtained with an enzyme support pore size of ≈2 μm and an enzyme load of 2 mg mL−1 . Besides, it was also shown that CA enzymes could promote the absorption kinetics of CO2 in potassium carbonate or aqueous amine solvents [91, 98–101].
The gas-liquid and liquid-solid mass transfer exchange mechanisms were examined in details by Iliuta and Larachi, for Robinson-Mahoney and packed beads reactors . These authors showed that, for immobilized enzyme, these mechanisms could significantly alter the CO2 hydration kinetics. The most remarkable increase in CO2 removal was obtained by integrating immobilized-enzyme absorption with ion-exchange resin microparticles to remove excess enzyme inhibiting anions . As a consequence, they developed a 3-phase reactor, comprising HCAII enzyme, immobilized in the longitudinal channels washcoat of a post combustion monolith, in which an aqueous slurry containing resin exchange beads was flowed . Other researchers proposed to enhance the exchange mechanisms limiting the CO2 hydration rate, by ultrasonic techniques .
In a second type of process initially developed by the National Aeronautics and Space Administration (NASA) to purify the ambient atmosphere of confined inhabited cabins, the CO2 is captured through thin aqueous films in which some CA is dissolved [25, 105]. The CO2 concentration of such atmospheres is low, typically of the order of 0.1% or less. A schematic illustration of the membrane sandwich involved is presented in Figure 13. The core of the liquid membrane comprises a thin (e.g., 330 μm thick) layer of enzymatic solution in an aqueous phosphate buffer, squeezed in between 2 microporous hydrophobic polypropylene membranes, themselves retained by thin metal grids to insure the liquid membrane thickness and rigidity. The CO2 from the atmosphere to purify, spontaneously dissolves inside the liquid membrane on one face of the membrane. It diffuses across the liquid membrane and evaporates out the other liquid membrane on the opposite face, either in vacuum or in a carrier gas. Analysis of the capture and release gases with a mass spectrometer showed that the enzyme permitted a selective diffusion of CO2, in ratio of 1400 to 1by comparison with N2 and 866 to 1 by comparison with O2. As previously discussed, this result is due to the fact the N2 and O2 can only dissolve as neutral molecules; hence their solubility in water is limited by comparison with CO2. These selectivities were superior to those achieved with a 20% (by weight) diethaloamine (DEA) solution, respectively, 442 to 1 and 270 to 1. By comparison with the same liquid membrane without enzyme, the CA permitted to decrease the overall resistance to CO2 transport through the membrane, by 71%. Besides, the diffusion of and H+ ions across a liquid membrane could possibly be accelerated by an electrochemical process . For a gas containing 0.1% CO2, Cowan et al. showed that a liquid membrane with CA enzyme was very stable, even in the presence of dry feed, and had a CO2 permeance of mol m−2 Pa−1 sec−1 at ambient temperature and pressure . Ward and Robb were the first to apply simple diffusion liquid enzyme membranes to gases containing 5% CO2, in which the enzyme was dissolved in cesium or potassium bicarbonate solutions . Suchdeo and Schultz used enzyme solutions in sodium bicarbonate . Matsuyama and colleagues extended such enzymatic liquid films to gases containing up to 15% de CO2, more representative of industrial fumes [109, 110].
Technical difficulties may appear due to the drying of aqueous film during long time operation. Humidifiers such as based on polysulfone were proposed to humidify the capture and release gases . However, to better solve this problem, Trachtenberg et al. adapted the technique to networks of hollow microporous fibers in which the flue gas and the release gases could flow [36, 111]. Next to this progress, the Carbozyme company developed a technology which is schematically illustrated in Figure 14, based on such hollow microporous propylene microfibers, separated by control separators made with thin oxide powders, the whole system bathing in a excess aqueous enzyme solution. The enzyme was directly immobilized on the external faces of the microfibers. Water vapor under moderate vacuum (15 kPa) was used as the sweeping gas at a low flow rate in the release microfibers. The CO2 content in the sweeping gas reached ≈95%, for a flue gas containing ≈15% de CO2. No significant loss of enzyme activity was observed during a 5 days continuous run , and a conservative run time of 2500 hours was selected before needing to change the enzyme . Several refinements were later designed, regarding the microfiber network geometry, the nature of hollow microfibers and the variety of CA used. This system was found to be efficient for a flue gas containing from 0.05 to 40% CO2, at a temperature ranging from 15 to 85°C with a particular γCA isozyme [39, 112]. Trachtenberg et al. also confirmed that the system permeance, as well as the selectivity of CO2 transfer with respect to O2, N2, and Ar, decreased when the CO2 content in the flue gas increased [36, 112]. Hollow fiber membrane reactors were also designed and modeled with success by Zhang et al. Their set-up comprised some CA immobilized in nanocomposite hydrogel/hydrotalcite thin films, used as thin layers to separate the fibers [113–115]. With 0.1% (v/v) of CO2 in the flue gas, a permeance of mol m−2 s−1 Pa−1 was achieved for a selectivity of CO2 of 820 over N2 and 330 over O2, and a stable performance during a 30 h run .
Some patents were also deposited by the Novozymes company. The latter proposed to combine various CO2 capture and release units, such as those developed by the CO2 Solution or Carbozyme Companies, interconnected by fluid circulation pipes . Some results obtained with hollow microfiber units containing 0.03 mg mL−1 αCA extracted from the bacteria “Bacillus Clausii KSM-K16,” dissolved in a 1 M pH 8 sodium bicarbonate solution and applied to a flue gas containing 15% CO2, are gathered in Table 3.
The CO2 scrubbers presented above mostly use immobilized CA. One reason is that commercial CA are costly and their immobilization on a support permits to use them for a longer time before losing them by leaching, hence to decrease the operational cost. This explains that a number of researchers addressed the problem of CA immobilization.
Actually, the immobilization of CA on solid supports is not recent. In 1988, Crumbliss et al. published a paper on the immobilization of BCA on silica beads and graphite rods . The enzyme was covalently linked after activation of the graphite with amide bonds, while glutaraldehyde was used as an intermediate between the enzyme and the beads. The BCA surface coverage on the silica beads was reported to be superior to previously reported data on silica beads and polyacrylamide gels and comparable to that on other organic matrix supports. In 2001, Bond et al. immobilized BCA by adsorption on chitosane and alginate beads, which they applied in a sequestration process of CO2 as stable solid carbonates [30, 117, 118]. In 2003, Hosseinkhani and Nemat-Gorgani adsorbed partially unfolded CA on hydrophobic alkyl substituted sepharose 4B supports. The octyl substituted support provided the best thermal stability and highest /, which was attributed to an irreversible thermal inactivation of the enzyme by interaction with the alkyl support groups . Dilmore et al. studied the adsorption of CA on wet polyacrylamidegel beads functionalized with amino groups facilitating the adsorption of CO2 . Adsorption on chitosan and alginate supports was often used, such as for CA from Pseudomonas fragi, Micrococcus lylae, Micrococcus luteus 2, and Bacillus pumilus [121–123]. The immobilized enzymes showed improved storage stability and retained up to 50% of the initial activity after 30 days . The immobilization of CA from Bacillus pumilus on chitosan beads was also studied by Wanjari et al. . In p-NPA hydrolysis, they determined that and were 2.36 mM and 0.54 μmole min−1 mL−1, respectively, for the immobilized CA, versus 0.87 mM and 0.93 μmole min−1 mL−1, respectively, for the free CA . For CA immobilized on ordered mesoporous aluminosilicate, , , and were 0.158 mM, 2.307 μmole min−1 mL−1, and 1.9 s−1, respectively . Besides, whole cells of Bacillus pumilus were immobilized on different chitosan and sodium alginate based materials, which also improved their esterase activity by comparison with the free cells . For the same Bacillus pumilus CA immobilized on chitosan activated alumina-carbon composite beads, the and values were 10.35 mM and 0.99 μmole min−1 mL−1 . Overall, in p-NPA hydrolysis, it was found that often decreased after immobilization, which denoted a greater affinity of the CA for the substrate, while increased.
The main drawback of adsorption techniques is the enzyme progressively desorbs and is leached out during repeated tests. To solve this problem, the enzyme can be covalently grafted on a support, and a few techniques have been experimented in this direction. Bhattacharya et al. immobilized CA on iron particles coated with γ aminopropyltriethoxysilane, by grafting via dicarbocarbodi-imide (DCC) bonds or via dicarboxy bonds after conversion of the support surface groups with succinic anhydride. Cyanogen bromide coupling on an intermediate thin glass coating was also applied. Immobilization was also carried out by CA copolymerization with gluteraldehyde in methacrylic acid polymer beads. All these methods were reported to provide excellent results regarding the activity (98% activity retention) and leaching, in particular the DCC and dicarboxy coupling methods . Belzil and Parent grafted human CA on nylon 6.6 Raschig rings . The best activity in CO2 hydration from a gas containing 20% CO2 at 1°C was obtained by grafting CA from an enzyme solution contained 0.5 mg mL−1 CA. 73% of the enzyme was actually grafted on the support and 45% of this enzyme was active. However the relative hydration yield for the immobilized enzyme, defined by (19) itself derived from (7), was only 20% compared to 85% for the free enzyme:
Zhang et al. investigated the covalent grafting of CA on a hybridPoly(acrylic acid-co-acrylamide)/hydrotalcite nanocomposite termed “PAA-AAm/HT” [113, 114]. Hydrotalcite is a basic inorganic material of composition Mg6Al2(CO3)(OH)16·4(H2O) [128, 129] and coupling was achieved by the intermediate of N-hydroxysuccinimide (NHS) and DCC. Up to 4.6 mg of enzyme per gram of support could be grafted and 76.8% of the initial enzyme activity could be retained after immobilization. A covalent coupling method was also developed to graft CA enzymes onto silica nanoparticles made by spray pyrolysis . These immobilized enzymes exhibited a significantly improved thermal stability compared to the free counterpart. Lee et al. studied the immobilization of CA by single or multiple attachments to polymers, themselves deposited onto Fe3O4 magnetic aggregates . Yadav et al. immobilized CA on silylated chitosan beads, to precipitate CaCO3 . They observed that the immobilized CA had a longer storage stability than the free enzyme and retained 50% of its initial activity up to 30 days. They also developed core-shell single enzyme nanoparticles (SEN-CA), by covering the CA surface with a thin layer of chitosan, which showed an improved stability by comparison with the free enzyme .
Vinoba et al. compared BCA immobilized on SBA-15 by various techniques comprising covalent attachment (BCA-CA), adsorption (BCA-ADS), and cross-linked enzyme aggregation (BCA-CLEA). They found all were promising reusable catalysts . In the hydrolysis reaction of para-nitrophenyl acetate (p-NPA), the / values were 740.05, 660.62, and 680.11 M−1 s−1, respectively, by comparison with 873.76 M−1 s−1 for free BCA. In the hydration of CO2, the values were 0.58, 0.36, 0.78 s−1 by comparison with 0.79 s−1 for free BCA, respectively, indicating that BCA-CLEA showed a comparatively higher hydration rate than the other immobilized CA, although it remained lower than the free CA . Vinoba et al. also immobilized human carbonic anhydrase (HCA) via electrostatic interactions on silver nanoparticles confined in amine-functionalized mesoporous SBA-15 . The latter retained ≈87% of its initial activity after 30 days. Similarly, they immobilized HCA on Au nanoparticles assembled over amine/thiol-functionalized, mesoporous SBA-15 . Depending on the grafting agent ranged fom 22.35 to 27.75 mM and / from 1514.09 to 1612.25 M−1 s−1 in p-NPA hydrolysis. With HCA simply covalently immobilized on SBA-15 via various amines, the values ranged from 7182 to 7569 M−1 s−1 .
Besides adsorption and covalent grafting, enzymes can also be efficiently entrapped within porous supports. Such entrapment can be done within polyurethane foams, next to an initial protocol developed by Wood et al. in 1982 . This technique was extended with success to CA enzymes for CO2 capture, by Kanbar and Ozdemir  hydrolysis reaction of para-nitrophenylacetate (p-NPA) to para-nitrophenol (p-NP) and by Ozdemir . Polyurethane immobilized CA could be used without any activity loss in aqueous media for 7 successive CO2 capture tests and the optimum operational temperature was in a range from 35°C to 45°C. Simple entrapment in the open pores of a porous polymeric membrane is possible by immersion of the membrane in an enzyme solution, such as done by Favre and Pierre  with BCA, for a thin membrane system. In a 1 M NaHCO3 solution at initial pH ≈ 8, the existence of an optimum enzyme concentration of 0.2 mg mL−1 was observed. The permeance was quite comparable with the data gathered by BaO and Trachtenberg and reported in Figure 2. The NaHCO3 solution helped to maintain a high  concentration by displacing (5) towards a higher pH, while the electrical neutrality was insured by the Na+ cations. As a further development hybrid sol-gel membranes were moreover made by impregnation of the previous polymeric membranes with a SiO2 sol made from tetramethylorthosilicate (TMOS) . After SiO2 gelation and drying, the hybrid polymer-SiO2 membranes were then impregnated with an enzyme aqueous solution in a buffer. It was observed that SiO2 moderately increased the membrane permeance. Based on these results, a moderate catalytic action of silica in the capture of CO2 could be proposed. It relied on the fact that the isoelectric point (i.e.p) of SiO2 is low: i.e; p. ≈ 2.5 à 3 . At pH > i.e.p, as this is the case in CO2 capture, SiO2 carries an excess of ≡SiO− negative surface charges. Hence the equilibrium between ≡SiOH and ≡SiO− surface sites in SiO2, is similar to that between −Zn-OH2 and −ZnOH− in the active enzyme site, so that a catalytic mechanism similar to that of the enzyme could be proposed. However this possible catalytic effect remained moderate and could be impeded by a necessary diffusion inside of CO2(aq) inside the gel fine pore texture, depending on the membrane architecture.
In a variation of the process, nylon membranes was impregnated with a silica sol in which the enzyme was dissolved. SiO2 gelation then directly occurred during the CO2 transfer . Leaks were rapidly induced by shrinkage of the gel about the nylon the fibers, followed by rapid drying, but these leaks occurred more rapidly with the CA enzyme than without it. This result led to investigation the action of CA enzyme and of CO2(aq) on the gelation of silica sol made from TMOS . It was found that both additives accelerated the gelation of SiO2, although in a different way. While CO2(aq) acted as an acidic gelation catalyst, leading to a so-called “polymeric” SiO2 gel characterized by a very high specific surface area and small mesopores mixed with micropores , the CA enzyme acted as a basic catalyst resulting in a more “colloidal” gel, characterized by a lower specific surface area, mesopores of bigger size, and a reduced contraction during drying. These results were consistent with several other reports on the capability of other enzymes or proteins to catalyze the formation of silica from a liquid precursor. Such effects were indeed observed with polypeptides [144, 145], silicatein , lysozyme [147, 148], papaïn and trypsin , and a lipase from Burkholderia cepacia . Monolithic SiO2 gels were synthesized by Frampton et al. by hydrolysis of tetraethoxysilane (TEOS), catalyzed by α-chymotrypsin or trypsin and by hydrolysis of phenyltrimethoxysilane (PhTMOS) catalyzed by pepsin, in a time scale where gels were not obtained without any enzyme .
Because SiO2 is slightly acidic, the deposition of a basic solid was also attempted in nylon and hybrid nylon-SiO2 membranes. This was done by impregnating these membranes with a CaCl2·2H2O solution containing 0.2 mg mL−1 enzyme at pH ≈ 10.5, so as to deposit some CaCO3 in situ during CO2 capture. In the nylon membranes, the best permeance was obtained with a CaCl2·2H2O concentration of 0.146 M and was equivalent to that obtained with a 1 M NaHCO3 solution at pH ≈ 8. SEM micrographs showed that small calcite crystals had deposited on the nylon fibers. On the other hand, in hybrid nylon-SiO2 membranes, the permeance was slightly lower than that of similar hybrid nylon-SiO2 membranes impregnated with in a 1 M NaHCO3 solution. SEM micrographs and EDX microanalysis showed that besides calcite, some calcium silicate was also formed. Because SiO2 is slightly soluble at pH 10.5, it is therefore possible that coprecipitation of the solubilized SiO2 with the calcium from CaCl2 may have produced this calcium silicate.
6. Enzymatic CO2 Storage as Solid Carbonates
The storage of CO2 as solid carbonates requires the carbonation of basic cations dissolved or in contact with an aqueous medium. The most noteworthy candidates are alkaline or alkaline earth cations available in hydroxides such Ca(OH)2 or oxides such as MgO and CaO [13, 30, 61, 77, 85, 117, 151–153]. Natural minerals such as wollastonite (CaSiO3) , serpentine (Mg3Si2O5(OH)4) , and olivine (Mg2SiO4)  provide such cations. More interestingly, metallurgical slags, lignite ashes, or chemical brine rejects such as from the oil industry  contain a significant concentration of such cations and could be used for carbonation. Besides, materials such as concrete do contain a high concentration of such cations and are abundantly used in civil engineering. Actually, the incorporation of CA enzyme in cement compositions was attempted with success, with the aim of designing civil engineering materials able to capture the CO2 from the air and directly sequester it as solid carbonates within porous coatings of building walls .
The products of these carbonations are stable solid carbonates, for exemple, MgCO3 and CaCO3 which are themselves the major components of naturallimestone. Hence they present no environmental inconvenience for long term safe disposal [13, 61, 85], and they could possibly be reused in civil engineer constructions.
A first important drawback is that, considering the molar mass of the silicates mentioned above, from 1.6 to 3.7 tons of silicate source and from 2.6 to 4.7 tons of products would have to be handled, per ton of CO2 to be stored. Hence, huge geological deposits would have to be mined when the cation source has to be extracted as a solid from such sites.
A second drawback is that the pH decreases when the carbonation reaction proceeds, due to the fact that the first deprotonation (5) as well as the second deprotonation equilibrium of CO2(aq) to form the carbonate anions according to (20) , both decrease the pH:
Given the magnitude of , anions predominate at pH > 10.5. Hence, it is necessary to maintain a high pH to induce the precipitation of a solid carbonate. Indeed, precipitation of a solid carbonate, such as CaCO3, is itself the result of a dissolution/precipitation equilibrium as described in (21), where the solubility product ] relates the ion concentrations in the liquid solution in equilibrium with the solid being precipitated:
According to (21), anions are continuously withdrawn from the liquid solution during precipitation of the solid phase. Hence, new anions must be continuously supplied in the solution in order for precipitation to keep proceeding. This supply is achieved in accordance with (20), which simultaneously brings supplementary H+ cations, so that the pH keeps decreasing unless a buffer is continuously supplied. If this is not done, the anions again predominate when the pH reaches a value < (20), so that precipitation stops, and the previously precipitated solid carbonate may even redissolve. This explains that in laboratory batch studies with a given initial buffer concentration, the final mass of CaCO3 precipitated was relatively the same with or without enzyme. Only the initial rate to reach this final mass changed. Depending on the CO2 capture system used, it was actually shown that the mass of CaCO3 precipitated could only be used as an indicator of the CO2 capture rate at the beginning of precipitation . This problem can be solved by carefully monitoring the continuous rate of addition of basic ashes or brines relative to the flow rate of CO2 to sequester .
Moreover, the deposit of CaCO3 from natural brine solutions supersaturated in both bicarbonate anions and Ca2+ cations, was extensively studied by geochemists, for instance Dreybrodt et al. . In this case the deposit of CaCO3 occurs when the solution is placed in contact with an atmosphere where the P(CO2(g)) partial pressure is lower than that corresponding to equilibrium with the brine solution. When this occurs, some CO2 is not captured but released from the brine by reverse dehydration of , according to the equilibrium equation (5). The situation is equivalent to the release of CO2 on the release side of a thin liquid membrane. However, simultaneously, a proton H+ is captured, which increases the pH and in turn displaces the equilibrium reaction in (20), in favour of the formation of anions. The latter in turn induce the precipitation of CaCO3. Overall, one mole of CO2(g) is released per mole of deposited CaCO3. If this was applied to the captured CO2, half of this CO2 would be released in the air. Obviously, such a situation must be avoided when the aim is to capture and fully sequester CO2(g). For this purpose, the P(CO2(g)) partial pressure in the gas in contact with the brine, must not be lower than the equilibrium partial pressure corresponding to the brine  concentration.
From the kinetic point of view, the second deprotonation of CO2(aq) (20) is much faster than the first one (5) and it does not a priori necessitate to use a catalyst. However, because a CA enzyme catalyzes the formation of from CO2(aq) (5), which in turn displaces successively the equilibrium reactions in (20) to form more anions, and the precipitation of CaCO3 (21), this CaCO3 precipitation is indirectly catalyzed by the enzyme. This is particularly true when carbonation is directly made in the medium where CO2 is captured, where the first and second deprotonation steps of CO2(aq) occur in the same medium.
At a given temperature, the solubility limite in (21) is a thermodynamic constant. However, its value depends on the solid phase which first nucleates, as indicated in Table 4 . In this table, the final solid phase most often obtained is the stable thermodynamic phase calcite. The other crystalline forms are metastable, although they may easily nucleate and grow first, before calcite, depending on the conditions. When this occurs, they eventually redissolve in a second stage to reprecipitate as calcite, as illustrated further on. Overall, these phases are not very soluble at high temperature, but their solubility increases as the temperature decreases.
The precipitation kinetic of CaCO3 in a CaCl2 solution, or of other alkaline earth cation carbonates, was studied by several authors, in particular Pocker and Bjorkquist , Bond et al., [30, 117] and Druckenmiller and Maroto-Valer . Various techniques were used to follow such precipitation, in particular the precipitation onset time according to turbidity data, the [Ca2+] concentration before and after precipitation, the total “inorganic carbon” concentration in solution, and the pH decreasing rate in industrial brines containing Ca2+ cations. The enzyme itself could directly be present in the precipitation medium, or used to first catalyze the formation of anions in a pH range from 8.55 to 8.7, while the Ca2+ containing brine was added in a second step. Ramanan et al. [61, 85] compared CaCO3 precipitation with the enzymes from Citrobacter freundii and Bacillus subtilis. They showed that the crude enzymes were much less active than the purified ones. Li et al. showed that CA of microbial origin and bovine CA both accelerated the precipitation of CaCO3 and favoured the formation of the calcite phase . An acceleration of CaCO3 precipitation was also observed by Da Costa et al. on bovine CA (BCA) extracted by 2 different techniques  and by Kim et al. with a cheaper recombinant αCA from Neisseria gonorrhoeae (NCA) . With purified CA from Pseudomonas fragi, immobilized by adsorption on chitosan, Anjaba et al. observed a more than 2 fold increase in calcite CaCO3 sequestration by comparison with the free enzyme, in 5 minutes precipitation tests [122, 123]. With Bacillus pumilus CA adsorbed on chitosan beads, Wanjari et al.  showed that the precipitation of CaCO3 was also accelerated by comparison with the free CA. Mirjafari et al. determined the mass of CaCO3 precipitated in an aqueous CaCl2.2H2O solution containing a buffer, when some CO2 saturated water was added to the solution . They also followed the evolution of the liquid turbidity as a function of time. Sharma and Bhattacharya compared CA extracted from Pseudomonas fragi, Micrococcus lylae, and Micrococcus luteus 2 with commercial bovine CA (BCA) . The 3 bacterial CA exhibited enhanced CO2 sequestration compared to the commercial BCA.
With CA immobilized on silylated chitosan beads, Yadav et al. determined apparent Michaelis constants and for the precipitation of CaCO3 . For this purpose, they quanticized the CaCO3 by gas chromatography after decomposing it with HCl to release the captured CO2(g). They found that was higher for the immobilized enzyme than for the free enzyme (respectively 4.547 mM and 1.211 mM), while was relatively unchanged (1.018 and 1.211 mmol min−1 mg−1). The CO2 sequestration capacity was found to be best enhanced with CA immobilized on core-shell CA-chitosan nanoparticles . Kim et al. showed that the precipitation rate of CaCO3 was about 3-fold faster with BCA and a CA enzyme extracted from oyster shell, than without enzyme . In CO2 capture and sequestration as CaCO3 in 2 successive steps, BCA immobilized by various techniques on SBA-15 supports  displayed a similar CaCO3 precipitation capability . With human carbonic anhydrase (HCA) immobilized via electrostatic interactions on silver nanoparticles, themselves confined to amine-functionalized mesoporous SBA-15, they reported a CO2 capture rate ~25 fold higher than that of free HCA after 30 cycles . HCA was also immobilized on Au nanoparticles assembled over amine/thiol-functionalized mesoporous SBA-15 and the CaCO3 final mass precipitated per test was similar to that of free HCA. However, the immobilized BCA retained its activity after 20 days storage at 25° and 20 recycling . With HCA simply covalently immobilized on SBA-15 via various amines, the immobilized HCA efficiency in CO2 hydration was 36 times greater than free HCA, and 75% of initial enzymatic activity was retained after 40 cycles . Favre et al. investigated the deposition kinetics of CaCO3 in a mixture of CO2 saturated water, a buffer at different pH and an aqueous CaCl2·2H2O solution, for different enzyme concentration . Overall, it was shown that the enzyme could drastically increase the apparent precipitation rate of CaCO3(s), during the first minute. However, a maximum in this precipitation rate was observed, for an enzyme mass ≤0.3 mg mL−1. This result could be explained by a faster increase of the formation rate of and H+ ions during the first deprotonation step, when the enzyme concentration increased. Hence, the pH decreased more rapidly to a low value, unfavorable to the formation of ions. In turn, this stopped the precipitation of CaCO3(s) at an earlier time. Globally, if the pH was not maintained at a high enough value (e.g., 10) the total mass of CaCO3(s) precipitated did not depend on the presence of enzyme. The enzyme only modified the time to reach equilibrium where CaCO3(s) precipitation stopped. The final mass of CaCO3(s) precipitated only depended on the initial buffer nature, pH and concentration. The precipitates were also analyzed by X-ray diffraction . At 20°C and initial pH 8.4 or 9.4, the only phase observed wascalcitewhen no enzyme was added. At initial pH 10.5, vateritewas predominant. On the other hand, still at pH = 10.5, the enzyme favored the conversion of vaterite to calcite. The same observation was made at 5°C, although this conversion to calcite was uncomplete at this temperature. Scanning electron micrographs of these CaCO3 deposits are shown in Figure 15. Both CaCO3 phases have a hexagonal structure [165, 166], but vaterite is more complex than calcite. Solid vaterite particles displayed a porous spherical shape made by aggregation of nano crystallites, while calcite particles are characterized by a well defined rhombohedral shape with marked facets.
It was known that, in some cases, enzymes may possibly catalyze the formation of a given solid phase . However, more common mechanisms are likely. Indeed, a spontaneous change in the crystallographic form and/or particle shape is often observed when solid particles nucleate and grow in liquid media . Shape transitions without any crystallographic phase change can be due to a change in the concentration magnitude of the oligomers responsible for precipitation. These oligomers are formed from the chemical precursor of the solid, in the present case CaCl2·2H2O. Moreover, the first particles which nucleate do not necessarily correspond to the most stable thermodynamic phase. They really depend on the nature of those precursor oligomers which first reached a critical supersaturation for nucleation, and which may correspond to a metastable phase. On the other hand, the most stable thermodynamic phase (presently calcite) is likely to form in a second slower step, by dissolution of the first metastable solid phase, followed by re-precipitation to calcite. In the study of Favre et al., the first CaCO3 phase nucleating at pH 10.5 was vaterite . But this phase is also more soluble than calcite  so that it could redissolve and reprecipitate to calcite, at a lower rate. Consequently, metastable vaterite could more likely be observed during the first stage of precipitation, in particular when the overall precipitation kinetics was slow, hence at 5°C rather than at 20°C and/or when no enzyme was present.
Carbonic anhydrase are amongst the most well known enzymes, since they operate in most living organisms, including human beings where they play an important role. Their catalytic mechanism in the hydration of CO2(aq) molecules has been extensively studied, and the summary presented in this review has stressed out the fact that this was a complex mechanism, requiring the use of pH buffers with which the enzyme was in direct competition. Nonetheless the well understood chemical physics laws underlying the capture of CO2 in aqueous medium have permitted to develop several types of efficient CO2 capture reactors. In particular, hollow microfibers reactors seem very promising for applications to industrial fumes. To improve their applicability, significant progress on several points may also be expected. These concern the cost of these enzymes, their catalytic activity, their stability in time and their resistance to pollutants such as sulfur compounds. Indeed, the large variety of carbonic anhydrase enzymes available in the living organisms, with a very different resistance capability to the operational parameters involved, may permit to anticipate that their application to capture CO2 will increasingly emerge as an efficient, environmental friendly technique, applicable with very moderate energy consumption, without requiring any heating.
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