# Electrochemical Behavior of Malachite Green in Aqueous Solutions of Ionic Surfactants

Authors: Mohammad Mijanur Rahman; M. Yousuf A. Mollah; M. Muhibur Rahman; Md. Abu Bin Hasan Susan
Journal: ISRN Electrochemistry
 (2013)

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## Abstract

Electrochemical behavior of malachite green (MG) oxalate in aqueous solution was studied in the presence of a cationic surfactant, cetyltrimethylammonium bromide (CTAB), and an anionic surfactant, sodium dodecyl sulfate (SDS) at a glassy carbon electrode using cyclic voltammetry. The electrochemical oxidation of MG has been characterized as an electrochemically irreversible diffusion-controlled process. Oxidative peak current sharply decreased with increasing SDS concentration, while a slight increase with increasing [CTAB] was apparent. The apparent diffusion coefficient, the surface reaction rate constant, and the electron transfer coefficient of MG clearly show correlation of the electrochemical behavior with the dissolved states of the surfactants. Electrochemical observations together with spectrophotometric results at varying surfactant concentrations provide evidence of interaction of MG with the surfactants to varying extent depending on the type of the surfactant and the concentration.


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## Body

## 1. Introduction

Triphenylmethane (TPM) dyes, an important class of synthetic organic compounds, have been a promising material for diverse applications, whichinter aliainclude the following: as fungicides in aquaculture, as parasiticides in pharmaceuticals, as dye materials in industry, and as redox mediators, bioprobes, and pH indicators in both fundamental and applied sciences [1–6]. A proper understanding and development of fundamental knowledge base of physicochemical properties of TPM dyes have therefore attracted significant attention. Techniques so far employed for this are polarography [7], conductometry [8, 9], potentiometry [10], spectrophotometry [11, 12], electrochemical methods [13], membrane selective electrode [14], and so on. Dyes of TPM backbones such as malachite green (MG), crystal violet [15], ethyl violet [16], and victoria blue B [17] are electrochemically active, and recent surge of interest has been the exploration of the redox behavior of such dyes. Among the TPM dyes the prospect of MG (chemical structure shown in Scheme 1) for versatile applications [1] prompted many researchers to study the electrochemical behavior of MG for development of electrochemically switchable devices. The electrochemical oxidation of MG occurs at N-containing lone-pair electron, and the reduction process is due to reduction of oxidized tertiary amino group of MG [2, 10]. In acidic aqueous solutions, the anodic oxidation of MG leads to the formation of the oxidized form of N,N,N′,N′-tetramethylbenzidine (TMB) ([1,1′-biphenyl]-4,4′-diamine), that is, TMBOx whereas the oxidation of the dye in liquid sulphur dioxide is quite different from the observation in acidic aqueous medium [18, 19]. The electrochemical behavior of MG also exhibits strong pH dependence and the oxidation of protonated, and hydrated forms of MG is an electrochemically irreversible, diffusion-controlled two-electron transfer process [18, 20]. The MG dye in surfactant-based organized media may be even more interesting and help to develop electrochemically switchable molecular devices; however, solution behavior and electrochemistry at the interfaces for the dye in such systems are yet to be systematically studied.Scheme 1
Chemical structure of MG+.There are numerous reports on the study of the electrochemical behavior of electroactive species in surfactant-based organized media in literature. The electrochemical behavior of redox-active surfactants containing different electroactive groups has been found to be controllable by changing the concentration of surfactants [21, 22]. Susan and coworkers [23–25] reported the solution behaviors of redox-active amphiphiles linked with an anthraquinone group and correlated the electrochemical behavior of anthraquinone with the dissolved states of the nonionic surfactant. Haque et al. [26, 27] studied the electrochemical responses of sodium salt of anthraquinone-2-sulphonic acid (AQS) on the dissolved states of the surfactant, cetyltrimethylammonium bromide (CTAB), and found that the current-potential behavior is profoundly influenced by the concentration of the surfactant and redox state of anthraquinone. Similar observation was reported for electrochemical behavior of AQS in a nonionic surfactant, Triton X-100 [28]. Pedraza et al. [29] showed that opposite charges of dye and surfactant can form dye-surfactant complex in solution. The behaviors of TPM dyes in different aqueous anionic surfactant solutions were studied by spectral measurements, and it was reported that dye-surfactant ion pairs form at the surfactant concentrations well below their critical micelle concentration (CMC) [30]. Huang et al. [31] also showed that the negatively-charged sodium dodecyl benzene sulphonate interacts with positively charged MG and can accumulate onto carbon paste electrode surface by electrostatic interaction. On the other hand, the cationic surfactant, cetylpyridinium bromide (CPB) makes the oxidation of MG more difficult due to adsorption of CPB on the electrode surface [32]. In similarly charged dye-micelle systems, the electrostatic repulsion can be overcome by strong hydrophobic interactions [33–35].MG has two amino groups in its structure and is highly soluble in water. Three phenyl rings in the structure offer MG strong hydrophobic characteristics, while the positive charge of the dye provides the scope of interaction to varying extent with cationic and anionic surfactants to different extent both in the monomeric and micellized states. These make MG an intriguing probe for electrochemical studies. With a view to understanding the aqueous electrochemistry of MG and its interactions with ionic surfactants, we therefore investigated the cyclic voltammetric behavior of MG at a glassy carbon electrode (GCE) surface in aqueous solution and in presence of ionic surfactants of CTAB and sodium dodecyl sulfate (SDS) and compared electrochemical responses in different media to correlate with the dissolved states of the surfactants.


## 2. Experimental

### 2.1. Materials

Malachite green oxalate ([(C23H25N2)·(C2HO4)]2·C2H2O4, N,N,N′,N′-tetramethyl-4,4′-diaminotriphenylcarbenium oxalate) from TCI, Tokyo, Japan, cetyltrimethylammonium bromide (CTAB) and sodium dodecyl sulfate (SDS) from Merck, and sulfuric acid (H2SO4), lead dioxide (PbO2), perchloric acid (HClO4), potassium chloride (KCl), hydrochloric acid (HCl), and sodium hydroxide (NaOH) from BDH were used as received without further purifications. Solutions were prepared with deionized water (conductivity: 0.055 μS cm−1 at 25°C) from HPLC grade water purification systems (BOECO, Germany). A sonicator (LU-2 Ultrasonic cleaner, USA) was used to clean electrodes and to prepare stock solutions.


### 2.2. Measurements

Spectrophotometric measurements were made with a double-beam Shimadzu UV-visible spectrophotometer (model UV-1650 PC) by using quartz cells with 1 cm path length. Cyclic voltammetric measurements were performed with a computer-controlled electrochemical analyzer (CHI 600D; CH Instruments, USA). A single compartment three-electrode cell containing a GCE with geometric area of 0.071 cm2 as the working electrode, a silver-silver chloride (Ag/AgCl) electrode (1.00 M KCl) as the reference electrode, and a platinum coil as the counter electrode were used for electrochemical measurements. The surface of the working electrode was mirror polished with 0.05 μm alumina (Buehler) before each run. The electrochemical measurements were carried out using 0.10 M KCl aqueous solution as the supporting electrolyte. A pH meter (HM-26 S, TOA electronics Ltd., Japan) was used for measurements of pH values of solutions. The electrochemical and spectral measurements were conducted at constant room temperature (25±0.5°C).


## 2.1. Materials

Malachite green oxalate ([(C23H25N2)·(C2HO4)]2·C2H2O4, N,N,N′,N′-tetramethyl-4,4′-diaminotriphenylcarbenium oxalate) from TCI, Tokyo, Japan, cetyltrimethylammonium bromide (CTAB) and sodium dodecyl sulfate (SDS) from Merck, and sulfuric acid (H2SO4), lead dioxide (PbO2), perchloric acid (HClO4), potassium chloride (KCl), hydrochloric acid (HCl), and sodium hydroxide (NaOH) from BDH were used as received without further purifications. Solutions were prepared with deionized water (conductivity: 0.055 μS cm−1 at 25°C) from HPLC grade water purification systems (BOECO, Germany). A sonicator (LU-2 Ultrasonic cleaner, USA) was used to clean electrodes and to prepare stock solutions.


## 2.2. Measurements

Spectrophotometric measurements were made with a double-beam Shimadzu UV-visible spectrophotometer (model UV-1650 PC) by using quartz cells with 1 cm path length. Cyclic voltammetric measurements were performed with a computer-controlled electrochemical analyzer (CHI 600D; CH Instruments, USA). A single compartment three-electrode cell containing a GCE with geometric area of 0.071 cm2 as the working electrode, a silver-silver chloride (Ag/AgCl) electrode (1.00 M KCl) as the reference electrode, and a platinum coil as the counter electrode were used for electrochemical measurements. The surface of the working electrode was mirror polished with 0.05 μm alumina (Buehler) before each run. The electrochemical measurements were carried out using 0.10 M KCl aqueous solution as the supporting electrolyte. A pH meter (HM-26 S, TOA electronics Ltd., Japan) was used for measurements of pH values of solutions. The electrochemical and spectral measurements were conducted at constant room temperature (25±0.5°C).


## 3. Results and Discussion

### 3.1. Dye-Surfactant Interaction of MG with CTAB and SDS in Aqueous Solution

The visible spectrum of MG in aqueous solution shows a broad band at the absorption maximum of 617.5 nm (ε=1.00×105 M−1 cm−1). The absorption spectra of MG in aqueous solutions with change in concentration of CTAB and SDS were measured, and spectral analyses were made to correlate dye-surfactant interaction with the dissolved states of the surfactants.Figure1(a) represents the visible spectra of 1.0×10-6 M MG in 1.0×10-4 M aqueous solution of KCl at 25±0.1°C for CTAB. The absorbance at the λmax, that is, 617.5 nm as a function of [CTAB] profile is also presented in Figure 1(b). The λmax did not show any appreciable change with increasing concentration of CTAB. The absorbance at the λmax, on the other hand, increases with increasing [CTAB] up to a concentration of 0.25×10-3 M after which absorbance apparently decreases with further increase in [CTAB] (Figure 1(b)).(a) Absorption spectra of1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of CTAB at various concentrations; (b) absorbance at 617.5 nm versus [CTAB].
(a)
(b)Both MG and CTAB are positively charged, and therefore at low concentrations of CTAB, electrostatic repulsion between MG and CTAB becomes dominant and free MG species contribute more to the absorption to show an increase in absorbance with increasing [CTAB]. However, at high concentrations of CTAB, self association results in the formation of thermodynamically stable aggregates of colloidal dimension, that is, micelles and the hydrophobicity of MG favors solubilization in the core of micelles to result in a consequent decrease in the absorbance.Figure2(a) shows the absorption spectra of 1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of SDS of varying concentrations, while Figure 2(b) shows the absorbance at 617.5 nm as a function of [SDS]. The addition of SDS to aqueous solution of MG causes a shift in the position of λmax towards longer wavelength. The absorbance at 617.5 nm was also found to decrease with increasing SDS concentration up to 0.6×10-3 M. These are indicative of binding of monomeric SDS with the carbocationic dye, MG. At concentrations of SDS above 0.70×10-3 M, a sharp increase in absorbance is apparent, which levels off above [SDS]=7.5×10-3 M. In the submicellar range, the monomeric surfactant tends to aggregate but compete with the strong interaction of positively charged MG and negatively charged SDS, and finally MG species are solubilized by SDS micelles.(a) Absorption spectra of1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of SDS at various concentrations. Inset shows plot of [SDS] versus λmax. (b) Absorbance at 617.5 nm versus [SDS].
(a)
(b)Interestingly, for2.0×10-3 M SDS, a new weak band due possibly to the formation of dimer of MG appears at λmax=584.0 nm (Figure 2(a)) for MG solution and the shoulder diminishes at 6.0×10-3 M. The λmax exhibits a bathochromic shift from 617.5 nm to ca. 626.0 nm for addition of SDS in the MG to attain a constant value from 7.5×10-3 M (inset of Figure 2(a)). This further emphasizes that dye-surfactant interaction plays a key role for change in spectrophotometric behavior, and when micellization occurs, the solubilization behavior outweighs the dye-surfactant interactions.Theλmax versus [surfactant] and absorbance-[surfactant] profiles greatly differed to reflect the differences in interaction of MG with CTAB and SDS. Varying electrostatic and hydrophobic interactions of the positively charged MG with the positively charged CTAB and negatively charged SDS in monomeric and micellized states are interesting. In the subsequent sections, the difference will be correlated with change in electrochemical behavior of MG in aqueous solutions of CTAB and SDS.


### 3.2. Electrochemical Behavior of MG in Aqueous Medium in the Absence of Surfactants

Cyclic voltammetric behavior of MG in KCl aqueous solution at GCE was investigated at potential sweeps from 0.10 to 0.80 V. The electrochemical responses have been found to fairly depend on the concentrations of MG (Figure3). At 5.0×10-4 M MG in KCl aqueous solution, and the cyclic voltammogram at the scan rate of 0.01 V s−1 shows one anodic peak at 0.63 V in the positive scan and one reduction peak at 0.37 V on the reverse scan (Part (A) of Figure 3). The shapes of the cyclic voltammograms agree with those reported by literatures [13, 17, 18]. When anodic potential is applied, the electrochemical oxidation of TPM dyes has been reported to lead to the formation of TMBOx resulting from the ejection of an integral unit of the central carbon attached to a phenyl group followed by intramolecular coupling of two phenyl fragments [18]. In the reverse scan, TMBOx is reduced to its final product, TMB [18]. With decreasing concentration of MG, anodic peak current decreases with a shift in peak potential towards less positive values (Parts (B) and (C) of Figure 3). The observed oxidation peak currents were found to increase linearly with increasing concentration of MG at the concentration range of 1.0×10-6 to 5.0×10-4 M in aqueous solution of KCl. Moreover, at a very low concentration of MG (1.0×10-6 M), the cathodic peak cannot be distinguished (Part (C) of Figure 3).Figure 3
Dependence of cyclic voltammograms on concentration of MG in aqueous solution of KCl at the scan rate of 0.01 V s−1.Cyclic voltammetric measurements of5.0×10-4 M MG in 0.10 M KCl aqueous solution were also carried out at GCE at a scan rate ranging from 0.01 to 0.5 V s−1 (Figure 4). In the first scan, MG leads to the formation of TMBOx and is reduced to TMB. In the subsequent scan (by polishing the GCE surface before each run), the anodic and cathodic peak currents increase with increasing scan rate (Figure 4(a)).Cyclic voltammograms of5.0×10-4 M MG in aqueous solution at different scan rates (I: 0.01 and VI: 0.50 Vs−1): (a) the GCE was polished prior to each measurements; (b) the subsequent measurements without further polishing of GCE.
(a)
(b)If voltammetric experiments are carried out under identical scan rate without polishing the GCE for subsequent scan, a new oxidation peak (O2) appears at a potential less positive than the first anodic peak O1 (Figure4(b)). The O2 is the oxidation wave of the reductive peak (R1) and corresponds to the redox couple, TMBOx/TMB [18], where TMBOx refers to the oxidized form of TMB (Scheme 2). The cathodic peak current increases from the subsequent scans due to the diffusion of reducible species, TMBOx, to the electrode interface [18, 36]. For successive scans, the O1 decreases cycle by cycle with increase of peak current of TMBOx/TMB redox couple (figure not shown). Chen et al. [10] inferred that the growth of MG film on bare GCE due to electropolymerization may be responsible for this change.Scheme 2
Redox reaction of TMBOx.


### 3.3. Electrochemical Behavior of MG in Presence of CTAB and SDS in Aqueous Solution

Electrochemical behavior of MG at a GCE with KCl aqueous solution as the supporting electrolyte was studied in the presence of ionic surfactants, CTAB, and SDS of varying concentrations (Figure5). The anodic oxidation peak potential and peak current of MG vary in aqueous solutions of CTAB and SDS (Figures 5(a) and 5(b)). Below the concentrations of 1.00×10-3 M, the anodic peak current corresponding to O1 (ipa1) increases with increasing [CTAB] and the anodic peak potential (Epa1) shifts to more positive values. At concentrations above 1.00×10-3 M of CTAB, the Epa1 is almost constant while a slight increase of ipa1 is apparent (Figure 5(a)). MG is a cationic dye and CTAB is a cationic surfactant; therefore, due to electrostatic repulsion, hydrophobic interaction prevails. As the concentration of CTAB is further increased, electrostatic repulsion between the micellar head groups and positively charged MG increases discouraging further solubilization of MG in the core of micelle.Cyclic voltammograms of5×10-4 M MG in 0.10 M aqueous solution of KCl at various concentrations of surfactants. (a) Cyclic voltammograms of MG in the presence of CTAB. Concentrations of CTAB (from I to VI): 0, 0.25×10-3, 0.5×10-3, 1.0×10-3, 5×10-3, 7.5×10-3 M. (b) Cyclic voltammograms of MG in the presence of SDS. Concentrations of SDS (from I to VI): 0, 1.0×10-3, 2.0×10-3, 3.0×10-3, 4.0×10-3, 5.0×10-3 M. The scan rate was 0.01 V s−1. Insets show plot of ipa1 versus [surfactant].
(a)
(b)SDS affects bothEpa1 and ipa1 of the MG in aqueous solutions. At concentrations below 1.00×10-3 M, the ipa1 decreases with increasing SDS and the Epa1 shifts to less positive values. At 1.00×10-3 M, the Epa1 shifts slightly to higher potential. With further addition of SDS, the Epa1 shifts to less positive values. The ipa1 reaches almost a constant value as the concentration of SDS reaches 4.0×10-3 M. (inset of Figure 5(b)). This may be ascribed to the fact that at very low concentrations of SDS, MG interacts with monomeric SDS. With increase in SDS concentration, ipa1 decreases. This may be due to slower diffusion of MG incorporated in micelle to the electrode interface. The dye-monomer surfactant interaction is supported by the changes in absorbance and wavelength corresponding to the absorption maximum (λmax) in the visible spectra with change in SDS concentration for a fixed [MG] (Section 3.1).The anodic peak current,ipa1, versus [surfactant] profiles may also be used for the electrochemical estimation of the CMC values of CTAB and SDS with 5×10-4 M MG in 0.10 M aqueous solution of KCl. The CMC values as apparent from inset of Figures 5(a) and 5(b) are 1.00×10-3 and 4.00×10-3 M, respectively for CTAB and SDS under the experimental conditions used. The values are different from those reported in the literature especially using specific conductance and tensiometric measurements. This is not surprising. The difference in the technique of measurements gives rise to difference in CMC. Takeoka et al. [22] reported the CMC value of a ferrocenyl surfactant from the surface tension measurements to be 0.012 mM, which is estimated as 0.089 mM from electrochemical measurements. Similar observations are also reported for an anthraquinonyl surfactant [25].The cyclic voltammograms of MG indicate that the anodic and cathodic peak currents increase as the scan rate is increased. The plot of logarithm of peak current versus logarithm of scan rate allows us to diagnose the electrochemical process in aqueous media (not shown in the figure). The theoretical slope for a diffusion-controlled voltammogram is 0.5 and for ideal adsorption it is 1 [37]. The value of the slope of the plot was in range 0.43 to 0.51 for the peaks O1 and R1 while the value ranged from 0.60 to 0.74 for peak O2. This indicates that the peaks O1 and R1 are diffusion-controlled, but the anodic peak of O2, whether in absence or in presence of surfactants, has influences from adsorbed species on the overall electrochemical process.Figure6 depicts the effect of CTAB and SDS on the half wave potentials (E1/2, taken as the average of the potential of the second anodic peak, O2 (Epa2) and the cathodic peak, R1 (Epc) for the subsequent cycles) of TMBOx/TMB redox couple. No significant changes in potentials were observed up to concentration of 2.5×10-3 M SDS, after which the peak potential showed a sharp fall. This may be due to strong dye-surfactant interactions. On the other hand, E1/2 shows only a slight decrease at low concentrations of CTAB below its CMC value, which is indicative of the ease of the redox process in CTAB monomeric solutions.Figure 6
Half wave potential (versus Ag/AgCl) of the second cycle plotted against the concentration of CTAB and SDS for TMBOx/TMB redox couple in 0.10 M aqueous solution of KCl. The scan rate was 0.01 V s−1.The separation of peak potentials of TMBOx/TMB redox couple is higher than 0.030 V irrespective of the presence or absence of surfactants. As the separation of peak potentials is less than0.059/n V (here, n=2) cyclic voltammograms do not correspond to a reversible process. The ratio of the second anodic peak current of O2 and the cathodic peak current of R1 (ipa2/ipc) is smaller than 1, which indicates that the electrochemical reaction is complicated by some other processes like a following chemical reaction [38]. The ratio has been found to increase with increasing scan rates to support this conclusion.


### 3.4. Chemical Oxidation of MG and Evidence for the Formation of TMBOx/TMB Redox Couple

5.0
×
10
-
4 M MG was oxidized in 1.0 M H2SO4 with lead dioxide, which yielded a brown colored precipitate in the mixture. The precipitate underwent dissolution with added perchloric acid. The shapes of the cyclic voltammograms agree with those reported by Galus and Adams [18]. The chemical oxidation of MG leads to the formation of TMBOx, which is soluble in perchloric acid. The cyclic voltammetric behaviors of chemically oxidized MG solution, that is, TMBOx in aqueous solution of KCl at different pH (pH was adjusted by addition of aqueous solution of H2SO4 or NaOH) are shown in Figure 7. The oxidized MG gives a pair of well-defined redox peaks in the potential range of 0.80 to 0.30 V in acidic aqueous solution of pH 1.14 with a reduction peak at 0.53 V and an oxidation peak at 0.56 V, respectively. The peak potential shifts to less positive value of 0.46 V and 0.49 V, respectively at pH 2.14. In highly alkaline media of pH 10.70, the cyclic voltammogram shows one anodic peak which is electrochemically irreversible.Figure 7
Cyclic voltammograms of chemically oxidized MG (5.0×10-4 M MG + 2.9×10-3 M PbO2 + H2SO4 + HClO4) in aqueous solution of KCl at different pH. The pH was adjusted by aqueous solution of H2SO4 or NaOH. The scan rate was 0.01 V s−1.Aqueous solution of MG has three absorption peaks in the range of 200–800 nm with absorption maximum at wavelength 617.5, 424.5, and 316.5 nm, respectively. The absorbance at 617.5 nm is found to decrease abruptly with decreasing pH of the aqueous solution of MG. The UV-visible spectrum of chemically oxidized MG solution is different from that of MG aqueous solution (Figure8). The TMBOx in acidic medium is yellowish in color, and at pH 1.70 the spectrum showed two absorption peaks at 256.0 and 461.0 nm. A new peak at 204.0 nm appeared in a highly acidic medium of pH < 1.20. Jiao et al. [39] reported that at pH 2.00, 3,3′,5,5′-tetramethylbenzidine (another form of TMB) gives absorption peaks in the UV-visible region, respectively at 204 nm and 253.0 nm. Moreover, a new absorption peak at 452.0 nm appears due to the absorbance of the oxidative product of 3,3′,5,5′-tetramethylbenzidine. 3,3′,5,5′-tetramethylbenzidine belongs to biphenyl group with the similar structure of TMB. Therefore, it can be inferred that both TMB and TMBOx are produced from the chemical oxidation of MG. The differences in the absorption band arise due to the different position of alkyl substituent in benzidine ring and the effect of solvent polarity.Figure 8
UV-visible spectra of (a)2.0×10-6 M MG in aqueous solution of KCl without pH adjustment; (b) 2.0×10-6 M MG in aqueous solution of KCl at pH 1.70, and (c) 5.0×10-4 M MG chemically oxidized by 1.0 M H2SO4 + 2.9×10-3 M PbO2 + HClO4 in aqueous solution of KCl at pH 1.70.


### 3.5. Diffusion, Electron Transfer Kinetics and Surface Reaction Rate of MG in the Absence and Presence of Surfactants

For an electrochemically irreversible diffusion-controlled system, the diffusion coefficient can be evaluated by using [40]
(1)ipa1=(2.99×105)n3/2(α)1/2AcDapp1/2v1/2,
where ipa1 is the anodic peak current in amperes at 25°C, n is the number of electrons taking part in the electrochemical reaction, α is the electron transfer coefficient, A is the geometric area of the electrode surface in m2, Dapp is the diffusion coefficient of electroactive species in m2 s−1, v is the potential sweep rate in V s−1, and c is the concentration of the reactive species in the bulk of the solution in mol m−3. The electron transfer coefficient α, for an irreversible process can be calculated from [40]
(2)|Epa1-Epa/21|=47.7n∝mV,
where Epa1 and Epa/21 are the anodic peak potential and the potential at which the current equals one half of the peak current, respectively. A linear relationship between, ipa1 and v1/2 is apparent (Figure 4(a)), and the apparent diffusion coefficient (Dapp) of MG is calculated from (1) as 4.8×10-11 m2 s−1.The study of kinetics of a reaction at an electrode surface is important for fundamental understanding of the heterogeneous electron transfer process. Since the oxidation process of MG is diffusion controlled, the surface reaction rate constant (ks) can be calculated from [13, 37]
(3)Epa1=E0′+{0.780+0.5ln(nαDappFvRT)-lnks}RTnαF,
where, Epa1, E0′, and n are anodic peak potential, the formal potential, and number of electrons taking part in the rate determining step (=2 in the present case), respectively, and R, T, α, Dapp, F, and v stand for their usual meanings. A linear relationship holds for Epa1 versus lnv. The value of ks can be obtained from the intercept of the straight line if the values of n, Dapp, and E0′are known. The slope of Epa1 versus lnv evaluated from data of Figure 4(a) was 7.77×10-3. The oxidation of MG is an electrochemically irreversible process to make the direct measurement of the accurate value of E0′ difficult. However, the value of E0′ could be obtained from the intercept of the Epa1 versus v plot on the ordinate by extrapolating the line to v=0 following the method described in the literature [13, 17]. The parameters estimated are E0′=0.63 V, α=0.48 and ks=2.76×10-3 s−1.TheDapp, α, and ks are also evaluated for the peak O1 in the presence of surfactants, CTAB, and SDS. Table 1 lists the values of Dapp, α, and ks for 5.0×10-4 M MG in 0.10 M aqueous solution of KCl in the presence of CTAB and SDS at various concentrations.Table 1
D
app, α, and ks of MG in the presence of surfactants CTAB and SDS.
Surfactants
[
Surfactant
]
×
10
3, M
D
app
×
10
11, m2s−1
α
k
s
×
10
3, s−1
CTAB
0.005
6.4
0.48
1.05
0.15
7.2
0.47
1.63
0.25
9.4
0.47
1.79
0.75
10.1
0.47
1.82
1.00
9.8
0.47
1.88
1.25
12.6
0.47
2.19
5.00
15.1
0.47
2.29
7.50
12.1
0.47
2.30
SDS
0.50
2.6
0.40
1.22
1.00
2.0
0.49
0.99
2.00
0.8
0.47
0.88
3.00
0.6
0.47
0.60
4.00
0.4
0.47
0.41
5.00
0.3
0.47
0.20The results demonstrated that the electrochemical parameters of MG varied significantly with the addition of CTAB and SDS. The addition of CTAB in aqueous solution increases theDapp of MG up to 1.00×10-3 M of CTAB. Above 1.00×10-3 M of CTAB, the Dapp increases slightly; however, the value remains constant over the wide range of [CTAB]. The Dapp and ks of MG decrease appreciably with increasing SDS concentration, and in this case α slightly varied at lower concentrations of SDS. The possibility of MG incorporation in CTAB micelle can only be attributed to hydrophobic interactions. As the concentration of CTAB increases above the CMC, the fixed amount of MG is incorporated in micellar core and the micelle is then less diffusive towards electrode surface. On the other hand, the presence of positive charge on the amino group of MG and its hydrophobic nature enhances the aggregation of MG with SDS. The strength of interaction and binding between MG and SDS can partially affect the diffusion of MG in solution. Moreover, the formation of an electrochemically inactive complex of MG with SDS can lower the concentration of free MG in the system to result in the decrease of the peak current and hence the Dapp. The ks value has been found to decrease with increasing SDS, while an opposite trend is observed for CTAB. Zhu and Li also [41] correlated such change in electrochemical parameters with formation of electroactive or electrochemically inactive complexes. The oxidation of hydrated MG is a diffusion-controlled electrochemically irreversible process and depends on the various electrochemical parameters determined by specific interactions and solubilization behavior of the media, not merely on adsorption at the electrode interface.


## 3.1. Dye-Surfactant Interaction of MG with CTAB and SDS in Aqueous Solution

The visible spectrum of MG in aqueous solution shows a broad band at the absorption maximum of 617.5 nm (ε=1.00×105 M−1 cm−1). The absorption spectra of MG in aqueous solutions with change in concentration of CTAB and SDS were measured, and spectral analyses were made to correlate dye-surfactant interaction with the dissolved states of the surfactants.Figure1(a) represents the visible spectra of 1.0×10-6 M MG in 1.0×10-4 M aqueous solution of KCl at 25±0.1°C for CTAB. The absorbance at the λmax, that is, 617.5 nm as a function of [CTAB] profile is also presented in Figure 1(b). The λmax did not show any appreciable change with increasing concentration of CTAB. The absorbance at the λmax, on the other hand, increases with increasing [CTAB] up to a concentration of 0.25×10-3 M after which absorbance apparently decreases with further increase in [CTAB] (Figure 1(b)).(a) Absorption spectra of1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of CTAB at various concentrations; (b) absorbance at 617.5 nm versus [CTAB].
(a)
(b)Both MG and CTAB are positively charged, and therefore at low concentrations of CTAB, electrostatic repulsion between MG and CTAB becomes dominant and free MG species contribute more to the absorption to show an increase in absorbance with increasing [CTAB]. However, at high concentrations of CTAB, self association results in the formation of thermodynamically stable aggregates of colloidal dimension, that is, micelles and the hydrophobicity of MG favors solubilization in the core of micelles to result in a consequent decrease in the absorbance.Figure2(a) shows the absorption spectra of 1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of SDS of varying concentrations, while Figure 2(b) shows the absorbance at 617.5 nm as a function of [SDS]. The addition of SDS to aqueous solution of MG causes a shift in the position of λmax towards longer wavelength. The absorbance at 617.5 nm was also found to decrease with increasing SDS concentration up to 0.6×10-3 M. These are indicative of binding of monomeric SDS with the carbocationic dye, MG. At concentrations of SDS above 0.70×10-3 M, a sharp increase in absorbance is apparent, which levels off above [SDS]=7.5×10-3 M. In the submicellar range, the monomeric surfactant tends to aggregate but compete with the strong interaction of positively charged MG and negatively charged SDS, and finally MG species are solubilized by SDS micelles.(a) Absorption spectra of1.0×10-6 M MG in 0.10 M aqueous solution of KCl in the presence of SDS at various concentrations. Inset shows plot of [SDS] versus λmax. (b) Absorbance at 617.5 nm versus [SDS].
(a)
(b)Interestingly, for2.0×10-3 M SDS, a new weak band due possibly to the formation of dimer of MG appears at λmax=584.0 nm (Figure 2(a)) for MG solution and the shoulder diminishes at 6.0×10-3 M. The λmax exhibits a bathochromic shift from 617.5 nm to ca. 626.0 nm for addition of SDS in the MG to attain a constant value from 7.5×10-3 M (inset of Figure 2(a)). This further emphasizes that dye-surfactant interaction plays a key role for change in spectrophotometric behavior, and when micellization occurs, the solubilization behavior outweighs the dye-surfactant interactions.Theλmax versus [surfactant] and absorbance-[surfactant] profiles greatly differed to reflect the differences in interaction of MG with CTAB and SDS. Varying electrostatic and hydrophobic interactions of the positively charged MG with the positively charged CTAB and negatively charged SDS in monomeric and micellized states are interesting. In the subsequent sections, the difference will be correlated with change in electrochemical behavior of MG in aqueous solutions of CTAB and SDS.


## 3.2. Electrochemical Behavior of MG in Aqueous Medium in the Absence of Surfactants

Cyclic voltammetric behavior of MG in KCl aqueous solution at GCE was investigated at potential sweeps from 0.10 to 0.80 V. The electrochemical responses have been found to fairly depend on the concentrations of MG (Figure3). At 5.0×10-4 M MG in KCl aqueous solution, and the cyclic voltammogram at the scan rate of 0.01 V s−1 shows one anodic peak at 0.63 V in the positive scan and one reduction peak at 0.37 V on the reverse scan (Part (A) of Figure 3). The shapes of the cyclic voltammograms agree with those reported by literatures [13, 17, 18]. When anodic potential is applied, the electrochemical oxidation of TPM dyes has been reported to lead to the formation of TMBOx resulting from the ejection of an integral unit of the central carbon attached to a phenyl group followed by intramolecular coupling of two phenyl fragments [18]. In the reverse scan, TMBOx is reduced to its final product, TMB [18]. With decreasing concentration of MG, anodic peak current decreases with a shift in peak potential towards less positive values (Parts (B) and (C) of Figure 3). The observed oxidation peak currents were found to increase linearly with increasing concentration of MG at the concentration range of 1.0×10-6 to 5.0×10-4 M in aqueous solution of KCl. Moreover, at a very low concentration of MG (1.0×10-6 M), the cathodic peak cannot be distinguished (Part (C) of Figure 3).Figure 3
Dependence of cyclic voltammograms on concentration of MG in aqueous solution of KCl at the scan rate of 0.01 V s−1.Cyclic voltammetric measurements of5.0×10-4 M MG in 0.10 M KCl aqueous solution were also carried out at GCE at a scan rate ranging from 0.01 to 0.5 V s−1 (Figure 4). In the first scan, MG leads to the formation of TMBOx and is reduced to TMB. In the subsequent scan (by polishing the GCE surface before each run), the anodic and cathodic peak currents increase with increasing scan rate (Figure 4(a)).Cyclic voltammograms of5.0×10-4 M MG in aqueous solution at different scan rates (I: 0.01 and VI: 0.50 Vs−1): (a) the GCE was polished prior to each measurements; (b) the subsequent measurements without further polishing of GCE.
(a)
(b)If voltammetric experiments are carried out under identical scan rate without polishing the GCE for subsequent scan, a new oxidation peak (O2) appears at a potential less positive than the first anodic peak O1 (Figure4(b)). The O2 is the oxidation wave of the reductive peak (R1) and corresponds to the redox couple, TMBOx/TMB [18], where TMBOx refers to the oxidized form of TMB (Scheme 2). The cathodic peak current increases from the subsequent scans due to the diffusion of reducible species, TMBOx, to the electrode interface [18, 36]. For successive scans, the O1 decreases cycle by cycle with increase of peak current of TMBOx/TMB redox couple (figure not shown). Chen et al. [10] inferred that the growth of MG film on bare GCE due to electropolymerization may be responsible for this change.Scheme 2
Redox reaction of TMBOx.


## 3.3. Electrochemical Behavior of MG in Presence of CTAB and SDS in Aqueous Solution

Electrochemical behavior of MG at a GCE with KCl aqueous solution as the supporting electrolyte was studied in the presence of ionic surfactants, CTAB, and SDS of varying concentrations (Figure5). The anodic oxidation peak potential and peak current of MG vary in aqueous solutions of CTAB and SDS (Figures 5(a) and 5(b)). Below the concentrations of 1.00×10-3 M, the anodic peak current corresponding to O1 (ipa1) increases with increasing [CTAB] and the anodic peak potential (Epa1) shifts to more positive values. At concentrations above 1.00×10-3 M of CTAB, the Epa1 is almost constant while a slight increase of ipa1 is apparent (Figure 5(a)). MG is a cationic dye and CTAB is a cationic surfactant; therefore, due to electrostatic repulsion, hydrophobic interaction prevails. As the concentration of CTAB is further increased, electrostatic repulsion between the micellar head groups and positively charged MG increases discouraging further solubilization of MG in the core of micelle.Cyclic voltammograms of5×10-4 M MG in 0.10 M aqueous solution of KCl at various concentrations of surfactants. (a) Cyclic voltammograms of MG in the presence of CTAB. Concentrations of CTAB (from I to VI): 0, 0.25×10-3, 0.5×10-3, 1.0×10-3, 5×10-3, 7.5×10-3 M. (b) Cyclic voltammograms of MG in the presence of SDS. Concentrations of SDS (from I to VI): 0, 1.0×10-3, 2.0×10-3, 3.0×10-3, 4.0×10-3, 5.0×10-3 M. The scan rate was 0.01 V s−1. Insets show plot of ipa1 versus [surfactant].
(a)
(b)SDS affects bothEpa1 and ipa1 of the MG in aqueous solutions. At concentrations below 1.00×10-3 M, the ipa1 decreases with increasing SDS and the Epa1 shifts to less positive values. At 1.00×10-3 M, the Epa1 shifts slightly to higher potential. With further addition of SDS, the Epa1 shifts to less positive values. The ipa1 reaches almost a constant value as the concentration of SDS reaches 4.0×10-3 M. (inset of Figure 5(b)). This may be ascribed to the fact that at very low concentrations of SDS, MG interacts with monomeric SDS. With increase in SDS concentration, ipa1 decreases. This may be due to slower diffusion of MG incorporated in micelle to the electrode interface. The dye-monomer surfactant interaction is supported by the changes in absorbance and wavelength corresponding to the absorption maximum (λmax) in the visible spectra with change in SDS concentration for a fixed [MG] (Section 3.1).The anodic peak current,ipa1, versus [surfactant] profiles may also be used for the electrochemical estimation of the CMC values of CTAB and SDS with 5×10-4 M MG in 0.10 M aqueous solution of KCl. The CMC values as apparent from inset of Figures 5(a) and 5(b) are 1.00×10-3 and 4.00×10-3 M, respectively for CTAB and SDS under the experimental conditions used. The values are different from those reported in the literature especially using specific conductance and tensiometric measurements. This is not surprising. The difference in the technique of measurements gives rise to difference in CMC. Takeoka et al. [22] reported the CMC value of a ferrocenyl surfactant from the surface tension measurements to be 0.012 mM, which is estimated as 0.089 mM from electrochemical measurements. Similar observations are also reported for an anthraquinonyl surfactant [25].The cyclic voltammograms of MG indicate that the anodic and cathodic peak currents increase as the scan rate is increased. The plot of logarithm of peak current versus logarithm of scan rate allows us to diagnose the electrochemical process in aqueous media (not shown in the figure). The theoretical slope for a diffusion-controlled voltammogram is 0.5 and for ideal adsorption it is 1 [37]. The value of the slope of the plot was in range 0.43 to 0.51 for the peaks O1 and R1 while the value ranged from 0.60 to 0.74 for peak O2. This indicates that the peaks O1 and R1 are diffusion-controlled, but the anodic peak of O2, whether in absence or in presence of surfactants, has influences from adsorbed species on the overall electrochemical process.Figure6 depicts the effect of CTAB and SDS on the half wave potentials (E1/2, taken as the average of the potential of the second anodic peak, O2 (Epa2) and the cathodic peak, R1 (Epc) for the subsequent cycles) of TMBOx/TMB redox couple. No significant changes in potentials were observed up to concentration of 2.5×10-3 M SDS, after which the peak potential showed a sharp fall. This may be due to strong dye-surfactant interactions. On the other hand, E1/2 shows only a slight decrease at low concentrations of CTAB below its CMC value, which is indicative of the ease of the redox process in CTAB monomeric solutions.Figure 6
Half wave potential (versus Ag/AgCl) of the second cycle plotted against the concentration of CTAB and SDS for TMBOx/TMB redox couple in 0.10 M aqueous solution of KCl. The scan rate was 0.01 V s−1.The separation of peak potentials of TMBOx/TMB redox couple is higher than 0.030 V irrespective of the presence or absence of surfactants. As the separation of peak potentials is less than0.059/n V (here, n=2) cyclic voltammograms do not correspond to a reversible process. The ratio of the second anodic peak current of O2 and the cathodic peak current of R1 (ipa2/ipc) is smaller than 1, which indicates that the electrochemical reaction is complicated by some other processes like a following chemical reaction [38]. The ratio has been found to increase with increasing scan rates to support this conclusion.


## 3.4. Chemical Oxidation of MG and Evidence for the Formation of TMBOx/TMB Redox Couple

5.0
×
10
-
4 M MG was oxidized in 1.0 M H2SO4 with lead dioxide, which yielded a brown colored precipitate in the mixture. The precipitate underwent dissolution with added perchloric acid. The shapes of the cyclic voltammograms agree with those reported by Galus and Adams [18]. The chemical oxidation of MG leads to the formation of TMBOx, which is soluble in perchloric acid. The cyclic voltammetric behaviors of chemically oxidized MG solution, that is, TMBOx in aqueous solution of KCl at different pH (pH was adjusted by addition of aqueous solution of H2SO4 or NaOH) are shown in Figure 7. The oxidized MG gives a pair of well-defined redox peaks in the potential range of 0.80 to 0.30 V in acidic aqueous solution of pH 1.14 with a reduction peak at 0.53 V and an oxidation peak at 0.56 V, respectively. The peak potential shifts to less positive value of 0.46 V and 0.49 V, respectively at pH 2.14. In highly alkaline media of pH 10.70, the cyclic voltammogram shows one anodic peak which is electrochemically irreversible.Figure 7
Cyclic voltammograms of chemically oxidized MG (5.0×10-4 M MG + 2.9×10-3 M PbO2 + H2SO4 + HClO4) in aqueous solution of KCl at different pH. The pH was adjusted by aqueous solution of H2SO4 or NaOH. The scan rate was 0.01 V s−1.Aqueous solution of MG has three absorption peaks in the range of 200–800 nm with absorption maximum at wavelength 617.5, 424.5, and 316.5 nm, respectively. The absorbance at 617.5 nm is found to decrease abruptly with decreasing pH of the aqueous solution of MG. The UV-visible spectrum of chemically oxidized MG solution is different from that of MG aqueous solution (Figure8). The TMBOx in acidic medium is yellowish in color, and at pH 1.70 the spectrum showed two absorption peaks at 256.0 and 461.0 nm. A new peak at 204.0 nm appeared in a highly acidic medium of pH < 1.20. Jiao et al. [39] reported that at pH 2.00, 3,3′,5,5′-tetramethylbenzidine (another form of TMB) gives absorption peaks in the UV-visible region, respectively at 204 nm and 253.0 nm. Moreover, a new absorption peak at 452.0 nm appears due to the absorbance of the oxidative product of 3,3′,5,5′-tetramethylbenzidine. 3,3′,5,5′-tetramethylbenzidine belongs to biphenyl group with the similar structure of TMB. Therefore, it can be inferred that both TMB and TMBOx are produced from the chemical oxidation of MG. The differences in the absorption band arise due to the different position of alkyl substituent in benzidine ring and the effect of solvent polarity.Figure 8
UV-visible spectra of (a)2.0×10-6 M MG in aqueous solution of KCl without pH adjustment; (b) 2.0×10-6 M MG in aqueous solution of KCl at pH 1.70, and (c) 5.0×10-4 M MG chemically oxidized by 1.0 M H2SO4 + 2.9×10-3 M PbO2 + HClO4 in aqueous solution of KCl at pH 1.70.


## 3.5. Diffusion, Electron Transfer Kinetics and Surface Reaction Rate of MG in the Absence and Presence of Surfactants

For an electrochemically irreversible diffusion-controlled system, the diffusion coefficient can be evaluated by using [40]
(1)ipa1=(2.99×105)n3/2(α)1/2AcDapp1/2v1/2,
where ipa1 is the anodic peak current in amperes at 25°C, n is the number of electrons taking part in the electrochemical reaction, α is the electron transfer coefficient, A is the geometric area of the electrode surface in m2, Dapp is the diffusion coefficient of electroactive species in m2 s−1, v is the potential sweep rate in V s−1, and c is the concentration of the reactive species in the bulk of the solution in mol m−3. The electron transfer coefficient α, for an irreversible process can be calculated from [40]
(2)|Epa1-Epa/21|=47.7n∝mV,
where Epa1 and Epa/21 are the anodic peak potential and the potential at which the current equals one half of the peak current, respectively. A linear relationship between, ipa1 and v1/2 is apparent (Figure 4(a)), and the apparent diffusion coefficient (Dapp) of MG is calculated from (1) as 4.8×10-11 m2 s−1.The study of kinetics of a reaction at an electrode surface is important for fundamental understanding of the heterogeneous electron transfer process. Since the oxidation process of MG is diffusion controlled, the surface reaction rate constant (ks) can be calculated from [13, 37]
(3)Epa1=E0′+{0.780+0.5ln(nαDappFvRT)-lnks}RTnαF,
where, Epa1, E0′, and n are anodic peak potential, the formal potential, and number of electrons taking part in the rate determining step (=2 in the present case), respectively, and R, T, α, Dapp, F, and v stand for their usual meanings. A linear relationship holds for Epa1 versus lnv. The value of ks can be obtained from the intercept of the straight line if the values of n, Dapp, and E0′are known. The slope of Epa1 versus lnv evaluated from data of Figure 4(a) was 7.77×10-3. The oxidation of MG is an electrochemically irreversible process to make the direct measurement of the accurate value of E0′ difficult. However, the value of E0′ could be obtained from the intercept of the Epa1 versus v plot on the ordinate by extrapolating the line to v=0 following the method described in the literature [13, 17]. The parameters estimated are E0′=0.63 V, α=0.48 and ks=2.76×10-3 s−1.TheDapp, α, and ks are also evaluated for the peak O1 in the presence of surfactants, CTAB, and SDS. Table 1 lists the values of Dapp, α, and ks for 5.0×10-4 M MG in 0.10 M aqueous solution of KCl in the presence of CTAB and SDS at various concentrations.Table 1
D
app, α, and ks of MG in the presence of surfactants CTAB and SDS.
Surfactants
[
Surfactant
]
×
10
3, M
D
app
×
10
11, m2s−1
α
k
s
×
10
3, s−1
CTAB
0.005
6.4
0.48
1.05
0.15
7.2
0.47
1.63
0.25
9.4
0.47
1.79
0.75
10.1
0.47
1.82
1.00
9.8
0.47
1.88
1.25
12.6
0.47
2.19
5.00
15.1
0.47
2.29
7.50
12.1
0.47
2.30
SDS
0.50
2.6
0.40
1.22
1.00
2.0
0.49
0.99
2.00
0.8
0.47
0.88
3.00
0.6
0.47
0.60
4.00
0.4
0.47
0.41
5.00
0.3
0.47
0.20The results demonstrated that the electrochemical parameters of MG varied significantly with the addition of CTAB and SDS. The addition of CTAB in aqueous solution increases theDapp of MG up to 1.00×10-3 M of CTAB. Above 1.00×10-3 M of CTAB, the Dapp increases slightly; however, the value remains constant over the wide range of [CTAB]. The Dapp and ks of MG decrease appreciably with increasing SDS concentration, and in this case α slightly varied at lower concentrations of SDS. The possibility of MG incorporation in CTAB micelle can only be attributed to hydrophobic interactions. As the concentration of CTAB increases above the CMC, the fixed amount of MG is incorporated in micellar core and the micelle is then less diffusive towards electrode surface. On the other hand, the presence of positive charge on the amino group of MG and its hydrophobic nature enhances the aggregation of MG with SDS. The strength of interaction and binding between MG and SDS can partially affect the diffusion of MG in solution. Moreover, the formation of an electrochemically inactive complex of MG with SDS can lower the concentration of free MG in the system to result in the decrease of the peak current and hence the Dapp. The ks value has been found to decrease with increasing SDS, while an opposite trend is observed for CTAB. Zhu and Li also [41] correlated such change in electrochemical parameters with formation of electroactive or electrochemically inactive complexes. The oxidation of hydrated MG is a diffusion-controlled electrochemically irreversible process and depends on the various electrochemical parameters determined by specific interactions and solubilization behavior of the media, not merely on adsorption at the electrode interface.


## 4. Conclusions

The micellization properties of surfactants in aqueous solution have profound influence on the electrochemical behavior of MG and the shapes of the cyclic voltammograms that depend fairly on the concentration of the ionic surfactants, CTAB, and SDS. The electrochemical responses of MG at concentrations below and above the CMC of surfactants are distinctly different. A sharp decrease in peak current for MG in aqueous SDS solution indicates a strong interaction of MG with the surfactant while a slight increase is apparent in aqueous CTAB solution. The electrochemical oxidation of hydrated MG has been characterized as an electrochemically irreversible diffusion-controlled process. The apparent diffusion coefficient and the surface reaction rate constant increase with increase in CTAB concentration, but an opposite trend is observed for SDS.



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*Source: 839498-2013-09-30.xml*