Maria
Gómez-Mingot†
a,
Vicente
Montiel
a,
Craig E.
Banks
*b and
Jesús
Iniesta
*a
aPhysical Chemistry Department and Institute of Electrochemistry, University of Alicante, 03690 San Vicente del Raspeig, Alicante, Spain. E-mail: jesus.iniesta@ua.es; Fax: +34 965903536; Tel: +34 965909850
bFaculty of Science and Engineering, School of Science and the Environment, Division of Chemistry and Environmental Science, Manchester Metropolitan University, Chester Street, Manchester M1 5GD, Lancs, UK. E-mail: c.banks@mmu.ac.uk; Fax: +44 (0)1612476831; Tel: +44 (0)1612471196
First published on 2nd January 2014
The direct electron transfer of cytochrome c has been studied at screen-printed graphite macroelectrodes without recourse to mediators or the need for any electrode pre-treatment as is commonly employed within the literature. A wide range of pH values from 2.0 to 11.0 have been explored upon the electrochemical response of cytochrome c and different voltammetric signatures have been observed. The direct electron transfer of the alkaline transition of cytochrome c was found impeded within alkaline media leading to either an irreversible redox process or even no voltammetric responses. In acidic aqueous media the electrochemical process is observed to undergo a mixed diffusion and adsorption controlled process rather than a purely diffusional process of the native conformation as observed at pH 7.0. Interestingly, at pH 3.5 a new conformational state is revealed in cooperation with the native conformation. The immobilization of the protein was satisfactorily obtained using a simple method by cycling the protein at specific solution pH values allowing amperometric responses to be obtained and gives rise to useful pseudo-peroxidase activity for sensing H2O2. Apparent Michaelis–Menten constant values (Km) were calculated via the Lineweaver–Burk method with deduced values of 25 ± 4, 98 ± 12 and 230 ± 30 mM, respectively for pH values of 2.0, 3.0 and 7.0. Such work is important for those utilising cytochrome c in bio-electrochemical and related applications.
Cytochrome c (cyt-c) is a membrane protein responsible for the ET in the transport chain and it may exist in solution in five reversible, pH-dependent conformational states with pKa values of 0.42, 2.50, 9.35, and 12.76, denoted as states: I, II, III, IV, and V, respectively.3,4 The iron in the native heme of the protein is complexed within the porphyrin axially to a methionine (Met80) and a histidine (His18), while it is covalently attached via thioether bonds to the polypeptide backbone throughout two cysteine residues (Cys14 and Cys17). Two factors make the reduction potential of the native (N) state of cyt-c (state III – ∼unusually positive values of +0.2 V to +0.38 V). The first is the stabilization effect of the Fe(II) state due to the π-electron accepting character of the thioether sulphur atom of Met80 and the second is the inaccessibility to the heme which is buried within a hydrophobic pocket, which also favours the ferrous state beyond the ferric.5
Non-native states of cyt-c have been studied in depth as they have a role, not fully understood, in apoptosis and cellular oxidative stress processes beyond the ET function.6,7 The effects on the protein stability and structure and furthermore the influence on the heme coordination due to changes of pH, anionic strength and nature of the anions have been widely and extensively studied.8,9 In this respect, the alkaline isomerisation is known as the transition of cyt-c from neutral pH (state III) to alkaline pH (state IV) and results from the disruption of the Met80–Fe coordination bond and the introduction of a residue of lysine (Lys72). The other main covalent transition occurs at acidic pH values with the formation of the low-pH conformer (state II, pKa ∼ 2.5) in which both axial ligands are protonated and detached from the iron, thus conforming a high spin configuration, in which axial positions are occupied by water molecules. Moreover, it has been reported that an intermediate state is formed during the process of total unfolding of the protein by the Met80–Fe disruption (state II). This stable state is caused by a non-covalent modification and is called the molten globule state (MG) which has a pKa ∼ 3.0.10 As explained, there are plenty of stable conformations of the protein depending on the pH value, and it is thought that the relationship of the differences between kinetic intermediates and the equilibrium of the MG state could probably be the key for the protein unfolding and refolding.11–13
Interfacial interactions of ET between proteins and electrochemical platforms are widely studied with the aim of providing insight into in vivo behaviour which can be exploited in bio-electrocatalytic systems.14,15 Functionalities residing at the carbon electrode surfaces, usually upon edge plane like-sites/defects, ensure favourable electrostatic interactions with proteins. Studies on cyt-c immobilization on a surface of a basal plane graphite electrode in a room temperature ionic liquid,16 on silicon dioxide nanoparticles-modified electrodes,17 and on clay colloidal-membranes18 obtained clear direct ET. Recently, we have demonstrated that screen-printed graphite electrodes (SPGEs) provide direct ET for cyt-c in aqueous solutions due to the electrostatic interaction between the positively charged Lys amino groups on cyt-c and the negatively charged carboxylated groups on the surface of the electrode.19 The negative charge density of the surface depends on the solution pH, and hence the pH dependence of the ET rate is attributed to changes in the rearrangement reaction rate of cyt-c on the electrode surface. However, to the best of our knowledge the pH effect of solutions on the cyt-c conformation and hence their ET characterization of different conformational states has not yet been examined on graphitic surfaces in SPGE platforms.
In this work, we employ electrochemical techniques to study the pH-dependent dynamics of the direct charge-transfer processes of cyt-c using SPGEs in a very wide range of pH values, from 2.0 to 11.0. Immobilization of cyt-c is induced by electrochemical cycling at different pH solutions and an average coverage of protein is determined with different solution pH values. Furthermore, in order to investigate the peroxidase activity of the adsorbed redox protein towards H2O2, the addition of increasing concentrations of this oxidizing agent resulted in the calculation of the apparent Michaelis–Menten kinetic constant.
Our previous work demonstrated that well-defined and quantifiable voltammetric responses are readily observed at physiological pH using screen-printed electrodes.19 Any variation of the solution pH would induce conformational changes at the protein and would resonate the active site since the redox centre of cyt-c is embedded within a rigid 34 Å diameter shell with nine positive charges at pH 7.0 with a considerable dipole moment.20–23 At pH 7.0 the dominant state of cyt-c is III (His18 and Met80 in axial positions of the heme),24,25 whereas at pH close to pKa 9.5 a conformational transition occurs between states III and IV which involves the substitution of Met80 from the heme, presumably by Lys79.26 The progressive loss of voltammetric ET at alkaline pH values (Fig. 1C) could be correlated with the de-coordination of the axial His18 and Met80 ligands in the heme pocket. The conversion of cyt-c due to variation of pH from extreme values (Fig. 1A) reflects a remarkable effect on the ET kinetics and activity of the protein.
Cyclic voltammograms (CVs) presented in Fig. 1 are analysed in terms of the peak potential separation (ΔEp), formal potential (E0′) and ET rate constant (ks) with variation of pH (Fig. 2). As a summary, Fig. 2 shows the dependence of these parameters upon pH where the ΔEp values remain almost unchanged as it ranges from 30 mV (at 50 mV s−1) at pH 2.0 to 75 mV at pH 7.0 (Fig. 2A), whereas the E0′ ranges from 235 mV (vs. standard Ag/AgCl/KCl (3.5 M)) at pH 2.0 to 174 mV (vs. standard Ag/AgCl/KCl (3.5 M)) at pH 7.0 (Fig. 2B). In alkaline solutions above pH 8.0, the shape of the peak broadens, ΔEp is enlarged (Fig. 2A) and barely non-defined redox peaks are obtained (Fig. 1D). The direct ET rate constant (ks) was calculated according to the method described by Laviron27 for mixed diffusion and adsorption processes and under experimental conditions with ΔEp smaller than 200 mV and assuming that the number of electrons in the process is n = 1 and the charge-transfer coefficient α is 0.5 for 50 mV s−1. Fig. 2B shows that the ks value at pH 7.0 was 0.7 s−1, while a decrease in ks values is clearly observed at high pH values as denoted by a more irreversible ET process, 0.5 s−1 at pH 8.0. In contrast, ks values increase at lower pH values, leading for example to values of 2.4 s−1 and 1.1 s−1 at pH 2.0 and 3.5, respectively. As stated before, Fig. 2B correlates very well the variation of the ΔEp with ET rate ks along pH. Furthermore, Fig. 2C shows how the Ipc/Ipa ratio varies with pH with a tendency towards 1.0 at pH values ranging from 2.0 to 7.0, whereas it shows a minimum value of 0.5 at pH 3.5. Similarly, the effect of scan rate (ν) was explored over the range from 1 to 1000 mV s−1 showing two clear tendencies to linearity of plots regarding anodic and cathodic peak currents (Ipa and Ipc, respectively, results not shown). In the pH range between 2.0 and 3.5 plots of Ipa and Ipc against scan rate are found to be linear (R2 = 0.995) denoting a predominance of the adsorption-controlled process while in the pH range between 4.0 and 8.0 a linearity towards the square-root of the scan rate is displayed which is indicative of a purely diffusion-controlled process.
Under extreme acidic conditions (pH 2.0), the electrochemical response of the protein shows a clear oxidation–reduction profile. Parameters obtained from the voltammetric signatures such as ΔEp and E0′ were similar for pH values of 2.0 and 3.0. This indicates that our experimental conditions of buffer solution concentration (0.1 M PBS) kept substantially almost unaltered the heme surrounding conformation and therefore the protein is not denaturalised at pH 2.0.28,29 As shown above, with the increase of the solution pH from 2.0 to 8.0, E0′ shifted very slightly to lower values giving a variation of 65 mV. Moreover, it is remarkable that the peak current ratio (Ipc/Ipa) – extracted from Fig. 1 – showed a minimum value of 0.5 at pH 3.5 which would be in agreement with the plausible explanation that two species in equilibrium are being oxidised. Thus, considering that carboxylic groups on the electrode surface with pKa values near to 4.5, acidic pH values up to 5.0 provided a neutral protonated surface. This protonated surface interacts with positively charged amino residue groups in the protein, whereas at pH values higher than 5.0 and when the protein isoelectric point – pI 10.5 – is reached the carboxylated groups on the surface start to compensate the –NH3+ groups and the repulsive charges between negatively charged surface and global negative charge of the protein makes the interfacial ET processes unviable.
The presence of a single species adsorbed on the electrode is evidenced as being in the native form (N), which is oxidised and reduced on the electrode surface, and another species is observed when the pH is decreased to a value near 3.5. In that respect and close to these pH values – between 3.0 and 4.0 – two cathodic and anodic peaks are revealed at low scan rates, whilst at moderately higher scan rates a small shoulder can be discerned around +0.1 V. Fig. 3 shows the simultaneous and direct ET responses for N and another acidic-dependent species with a different conformational state for different pH values, 2.5 (Fig. 3A), 3.0 (Fig. 3B), 3.5 (Fig. 3C), and 4.0 (Fig. 3D) at low scan rates (1 mV s−1). Similarly, for the oxidation process I-O, the peak potential remains almost constant at pH values of 2.5 and 3.0 with Ep close to 50 mV whereas at pH 3.5 and 4.0 the Ep decreased to a value of 28 mV. Nevertheless, ΔEp resulted to be close to the theoretical ca. 59 mV for one electron process. The presence of a new slightly-defined reduction peak (II-R) is revealed at pH 3.5 and becomes clearer at pH 4.0 at a peak potential of about −144 mV and −154 mV, respectively. At the same time, at these pH values, the most striking characteristic of this study was the second oxidation peak (II-O) which appeared at −90 mV, and most remarkably the ΔEp for both processes I and II resulted to be approximately 54 mV at pH 3.5. However, at pH 4.0, ΔEp could be estimated to be ca. 67 mV for process I and ca. 62 mV for process II. Moreover, under deoxygenated conditions, the electrochemical behaviour of cyt-c at pH 2.5, 3.0, 3.5 and 4.0 gave rise to the same CV trace as that described in Fig. 3 discarding that these two peaks were related to the electrochemical reduction of oxygen.
As shown in Fig. 1B and further observed when applying a slow scan rate (Fig. 3), a pH-dependent acidic protein conformation which is in equilibrium with the cyt-c N state is revealed and hypothesized as the MG state. The MG state has a compact secondary structure and a largely disordered tertiary structure which lacks well-packed side chains but retains the hydrophobic core as in the N state.10,12 The most remarkable fact was the observation of a “second” anodic peak (II-O) at a peak potential of −0.1 V (Fig. 3C).
We next turn to exploring the immobilization of cyt-c at different pH values by cyclic voltammetry and its electrochemical response, as depicted in Fig. 4. Fig. 4A and B show an increased electrochemical profile after the immobilization process (curve b) compared to the third cycle of CV response when the protein is in solution (curve a), indicating that at these pH values, 2.0 and 3.0, the protein is adsorbed and remains almost unaltered in terms of its conformation at the electrode surface.
Furthermore, under the same experimental conditions as those applied in Fig. 4A and B, the adsorbed protein at pH 4.0 (Fig. 4C) shows that after the immobilization process (curve b) the CV response is lower than that observed in the third scan before immobilization (curve a). Also note that the redox peaks related principally to II-O and in a lesser manner to II-R clearly observed at this pH (curve a) are discarded in the voltammetric signature of adsorbed cyt-c, suggesting that this conformation is less probable than the native one. Unfortunately, there was no evidence for the electrochemical response of the adsorbed cyt-c after cycling at pH 7.0 due to probably a less favourable interaction with the electrode surface (Fig. 4D). The surface coverage (Γ) of the protein can be estimated according to the following Laviron equation (eqn (1)):
Ip = n2F2AνΓ/4RT = nFQν/4RT | (1) |
cyt-c–Fe(III) + e− → cyt-c–Fe(II) | (2) |
2cyt-c–Fe(II) + 2H+ + H2O2 → 2cyt-c–Fe(III) + 2H2O | (3) |
The response of cyt-c immobilized on the SPGE towards the effect of increasing amounts of H2O2 was investigated by cyclic voltammetry in order to study the oxidative modification induced. Although the literature reports on the possible intervention of residual metals and enzymes to catalyze a range of side-reactions and produce non-specific oxidative damage via radical production, here the protein immobilization procedure prevented metals or impurities such as protein oligomers to be present in the experiments.33 Due to this, it is surmised that these assays evidence the effect of the oxidative modification of cyt-c due to the interaction with the Fe in the heme pocket and the H2O2 following catalysis of Fenton reaction. The pseudoAg/AgCl reference electrode of the SPGE was found to be stable over the timescale of the electrochemical experiments. The effect on the reference electrode stability due to the oxidizing conditions was discarded since a very well-defined reversible ET of the ferrocyanide/ferrocyanide redox couple remained unchangeable to the addition of H2O2 for the same H2O2 concentrations tested. However, from a biochemical point of view, the oxidative modification of cyt-c by H2O2 has been studied extensively. For example, Kang and co-workers have shown the cyt-c oligomerization caused by the protein damage via carbonyl derivative generation and dityrosine bond formation in the presence of H2O2.33 The oxidative damage of H2O2-sensitive amino acids (Met, His and tyrosine) is caused by free radicals generated by a mixture of a Fenton reaction of the free iron released from the oxidative-damaged protein and its peroxidase activity in the presence of H2O2.33,34 The oxidative damage to proteins has been widely reported to be produced by the generation of hydroxyl radicals and therefore prompting a broad number of covalent modifications at proteins.35–41
Fig. 5A shows the steady-state current response to five successive additions of 10 μL, 0.2 M of H2O2 into 2 mL of 0.1 M PBS pH 2.0 subjected to continuous stirring. The H2O2 concentration in the bulk solution changes about 1 mM for each injection. The catalytic Ipc was measured at a potential of −0.5 V (vs. pseudoAg/AgCl) and it was found to increase steeply up to a “plateau” after 10 s. In Fig. 5B, the reciprocal of the catalytic Ipc was plotted vs. the reciprocal of the concentration of the substrate, in order to calculate the enzyme–substrate kinetics by using the Lineweaver–Burk plot,40,42 as the inverse of the intercept of this plot, 14.8 μA, corresponded to the imax, and from the slope the Michaelis–Menten constant (Km), 25 ± 4 mM, can be obtained for pH 2.0. Similarly, the peroxidase activity for cyt-c adsorbed at the SPGE was compared at other pH values, 3.0 and 7.0, as it is depicted in Fig. 6, with the same successive stepwise injections of H2O2 to PBS solutions. Km values were calculated by using the Lineweaver–Burk method and resulted to be 98 ± 12 mM (pH 3.0) and 230 ± 30 mM (pH 7.0), denoting a lower catalytic response or affinity of cyt-c towards the oxidation of H2O2 probably due either to the more folded conformational state of the protein or low protein immobilised on the SPGE surface as physiological pH is reached.
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Fig. 6 Steady-state current intensity response of cyt-c immobilized on the SPGE following successive injections of 1 mM bulk concentration of H2O2 into PBS solution pH 2.0, 3.0 and 7.0. |
Kinetics of the peroxidase activity of cyt-c adsorbed on the surface was satisfactorily studied under different pH values. Similar responses were obtained by Scheller and co-workers when they applied chronoamperometry at 0 V to their cyt-c immobilized by polishing a colloidal gold modified carbon paste electrode on a plane glass surface with a drop of 4% cyt-c solution.43 Wang and Waldeck40 found similar Km (7.9 mM) for pH 3.0 and 144 mM for pH 7.0 when cyt-c was adsorbed at carboxylic acid-terminated and hydroxyl-terminated SAMs on gold electrodes. At pH 2.0 the SPGE/cyt-c electrode exhibits a higher affinity to H2O2 as the protein is presumably partially unfolded and then the heme pocket is more exposed.
Our electrochemical approach for the characterization of the electron transfer of cyt-c shows relevant applications in terms of studying the effects that the oxidative stress agents can produce on electrochemical responses of proteins. For example, oxidation or nitration of cytochrome can notably alter its function and structure with consequences in electron transfer impediments, immobilization effectiveness and biosensing. The present findings will help understand the fundamentals of interfacial redox processes, and may contribute to improve the performance of biosensors, bioelectronics, and biofuel cells.
Footnote |
† Present address: Nano-Electrochemistry Group, Université Paris Diderot, Sorbonne Paris Cité, ITODYS, UMR 7086 CNRS, 15 rue Jean-Antoine de Baïf, 75205 Paris Cedex 13, France. |
This journal is © The Royal Society of Chemistry 2014 |