Karolina
Kowalewska
a,
Tamara
Rodriguez-Prieto
bcd,
Slawomira
Skrzypek
a,
Jesús
Cano
bcd,
Rafael Gómez
Ramírez
*bcd and
Lukasz
Poltorak
*a
aDepartment of Inorganic and Analytical Chemistry, Electroanalysis and Electrochemistry Group, Faculty of Chemistry, University of Lodz, Tamka 12, 91-403 Lodz, Poland. E-mail: lukasz.poltorak@chemia.uni.lodz.pl
bDepartment of Organic and Inorganic Chemistry, Chemical Research Institute “Andrés M. Del Río” (IQAR), University of Alcalá, 28805 Madrid, Spain. E-mail: rafael.gomez@uah.es
cRamón y Cajal Health Research Institute (IRYCIS), 28034 Madrid, Spain
dNetworking Research Center on Bioengineering, Biomaterials and Nanomedicine (CIBER-BBN), 28029 Madrid, Spain
First published on 10th December 2020
This work is focused on the electroanalytical study of a family of five imidazolium-terminated carbosilane dendrimers (from generation G1 to G3) at the polarized liquid–liquid interface formed between water and 1,2-dichloroethane solutions. All dendrimers with permanently and positively charged imidazolium groups located at the periphery within the branched carbosilane core were found to be electrochemically active. Based on the concentration and scan rate dependencies we have concluded that these molecules undergo interfacial ion transfer processes accompanied by interfacial adsorption/desorption rather than the electrochemically induced interfacial formation of the macromolecule–anion (tetrakis(4-chlorophenyl)borate) from the organic phase complex. Also, we report several physicochemical and electroanalytical parameters (e.g. diffusion coefficients, LODs, and detection sensitivities) for the studied family of dendrimers. Our work aims to contribute to the understating of the interaction between branched macromolecules and biomimetic interfaces.
Electrified liquid–liquid interfaces (LLIs) have many similarities with the real bio-interfaces (e.g. discontinuous properties originating from the existence of contacted hydrophobic and hydrophilic domains, potential drops defined by the ions, and/or intrinsic sieving properties being the result of the size, charge, and chemical nature of studied chemical species). It was proposed already in the 80s that this system can be considered as a model of a half of a lipid bilayer (analogous to a lipid monolayer).16 As a matter of fact, this belief is still valid to date.17 Electrified LLIs together with the electrochemical studies devoted to supported18–20 and black lipid bilayers21,22 offer an impressive toolbox focused on studying various bio-important interactions.
Polarization of the LLI is possible when contacting phases contain highly hydrophilic (the aqueous phase) and hydrophobic (the organic phase) salts with ideally zero mutual partitioning.23,24 In such configurations, this system is known as the interface between two immiscible electrolyte solutions (ITIES) which can be electrochemically studied in dedicated glass (and recently 3D printed25) cells. This system is especially exciting since in addition to electron transfer reactions between redox couples placed in both phases it allows for the direct electroanalytical probing of the simple ion transfer crossing the ITIES.26 Correspondingly, chemical species (e.g. proteins,27,28 drugs,29 biologically important molecules,30 or polyelectrolytes31) with ionizable or permanently charged chemical functional groups are potentially active at the electrified LLI. Due to the still emerging biotechnological applications of dendrimers, these chemical species have attracted significant attention when it comes to the ITIES. Various generations of poly(propylenimine) (DABAM-n), poly(amidoamine) (PAMAM),32 and poly-L-lysine33,34 dendrimers were found to be electrochemically active (when charged, pH < pKa) at the polarized water–1,2-dichloroethane interface. It was found that these species undergo interfacial adsorption and facilitate the transfer of hydrophobic anions (usually tetrakis(4-chlorophenyl)borate) initially dissolved in the organic phase rather than undergoing simple interfacial ion transfer reactions.35 PAMAM dendrimers were also used to study photoinitiated interfacial electron transfer between PAMAM − Zinc(II) porphyrin associates from the aqueous phase and ferrocene dissolved in 1,2-dichloroethane.36,37 Finally, smaller generations of PAMAM dendrimers (G0 and G1) that may undergo simple ion transfer reactions were used to assess the charge and size sieving properties of silica membranes in situ synthesized at the ITIES.38
In this work, we show that each member of the studied family (from G1 to G3) of self-synthesized imidazolium terminated carbosilane dendrimers initially dissolved in the aqueous phase gives rise to ionic currents recorded at the ITIES. Based on our results we have concluded that these molecules, rather than facilitating the transfer of the organic phase background electrolyte anion, undergo simple ion transfer accompanied by interfacial adsorption. Our work provides a number of electroanalytical parameters such as detection sensitivities and LOD values. The easiness in size tunability of the studied molecules may give them a new application in the evaluation of the size and charge sieving properties of modified ITIESs.
The following electrochemical cells were applied during experiments:
Cell I:
Cell II
Unless otherwise mentioned 20 mV s−1 was used to record all voltammograms. The pH of the aqueous phase in all experiments, except for ITVs shown in ESI Fig. 1,† was equal to around 6 (pH of the non-buffered 10 mM NaCl solution affected by the atmospheric CO2 uptake).
![]() | (1) |
485 C mol−1) and
is the formal Galvani potential difference of the ion transfer reaction. Based on the shape of the recorded irregular ionic currents we concluded that upon interface polarization dendrimers undergo an interfacial ion transfer process accompanied by an interfacial adsorption (this is also discussed later in the manuscript).
It is therefore difficult to unambiguously determine the
values. However, for evenly charged molecules (for BDTR-1 and BDTR-2 the charge equals 4; for BDTR-3 and BDTR-4 the charge equals 8) we can deduce the change in the free Gibbs energy (ΔΔG) according to
![]() | (2) |
![]() | (3) |
Since the difference in the formal Galvani potential difference of the ion transfer reaction between evenly charged dendrimers (1 – more hydrophilic and 2 – more hydrophobic) should be equal to the difference in the corresponding forward (or reverse) peak potential values we can simplify eqn (3) to
| ΔΔG = zF(Eforward or reveresedp(2) − Eforward or reveresedp(1) | (4) |
Like so, we can calculate the additional fraction of energy needed to trigger interfacial ion transfer for evenly charged dendrimers decorated with mesitylene and methyl substituents. In both cases, the presence of mesitylene groups within the structures of dendrimers BDTR-2 and BDTR-4 caused a shift in the recorded peak position towards less positive potential difference values with respect to their structural analogs deprived of this substituent (BDTR-1 and BDTR-3, respectively). According to our calculations (eqn (4)), the ΔΔG between BDTR-1 and BDTR-2 equals around 18.5 kJ mol−1, whereas for BDTR-3 and BDTR-4 it is 53.3 kJ mol−1. If we further divide it by the dendrimer charge, we get similar values (holding the same order of magnitudes) of 4.6 kJ mol−1 and 6.7 kJ mol−1 per mesitylene branch for pairs BDTR-1/BDTR-2 and BDTR-3/BDTR-4, respectively.
As shown in Fig. 3 and ESI Fig. 2 (see ESI†) increasing concentration of each dendrimer in the aqueous phase resulted in an increasing recorded peak current. Ionic currents started appearing at dendrimer concentrations equal to around 5–20 μM which agrees well with the calculated limit of detection defined as 3 times the standard deviation of the intercept divided by the slope of the calibration curve (see Table 1, column 11, for details). The calibration curves from Fig. 3B and ESI Fig. 2B, D† recorded for the BDTR-2, BDTR-1 and BDTR-3, respectively, exhibit two linear dynamic ranges. Sensitivity for the first part of the data set (from the first studied concentration to around 50 μM) for the first three studied dendrimer generations was always higher than the sensitivity of the second dynamic range. Surprising is the second part of the calibration curve which levels off stating from [dendrimer] > 50 μM. This most probably indicates an interfacial adsorption process which to some extent affects the simple ion transfer reaction. The pattern of the calibration curve for BDTR-5 is different. This chemical compound exhibits a behaviour that was reported for some of the positively charged macromolecules that were found to be adsorbed to the LLI, further facilitating the transfer of the organic phase anion.44,45 At this point we can speculate that the interfacial adsorption of BDTR-5, leading to the positive charge accumulation within the interface at higher dendrimer concentration values, may induce the interfacial transfer of TPBCl− (being the anionic part of the organic phase background electrolyte) from the organic phase to the water phase. This, in turn, may explain the higher than expected recorded ionic currents.
and
– diffusion coefficients calculated using the Randles–Sevcik equation with either ztheor. or zexp.; r – the hydrodynamic radius calculated using the Stokes–Einstein equation; LOD – the limit of detection calculated as 3 times the standard deviation of the intercept divided by the slope of the calibration curve; Saq or Sorg – the slope of the calibration curve of the forward and reverse signal, respectively. Slog
I vs. log[v] – the slope of the logarithmic current versus logarithmic scan rate dependency. Aq and org stand for the aqueous phase and the organic phase, respectively. (+) and (−) pertain to the positive (forward) and negative (reverse) peak currents, respectively
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Name | z theor. | z exp. | ΔEp/mV | M/g mol−1 | /nm | /nm | LOD/μM | S aq/A M−1 | S org/A M−1 |
S
log I vs. log [v]
|
|||
| BDTR-1 | 4 | 2.1 | 28.1 | 0.95 | 955.36 | (+) 4.8 × 10−7 | (+) 3.8 × 10−6 | (+) 4.55 | (+) 0.6 | (+) 2.24 | 1st 0.576 | 1st 0.665 | (+) 0.56 |
| (−) 3.1 × 10−7 | (−) 2.5 × 10−6 | (−) 7.0 | (−) 0.9 | (−) 6.96 | 2nd 0.317 | 2nd 0.395 | (−) 0.45 | ||||||
| BDTR-2 | 4 | 1.2 | 51.0 | 0.97 | 1371.97 | (+) 7.6 × 10−8 | (+) 1.4 × 10−6 | (+) 28.7 | (+) 1.7 | (+) 5.36 | 1st 0.322 | 1st 0.247 | (+) 0.49 |
| (−) 7.2 × 10−8 | (−) 1.3 × 10−7 | (−) 30.3 | (−) 1.8 | (−) 4.09 | 2nd 0.139 | 2nd 0.144 | (−) 0.51 | ||||||
| BDTR-3 | 8 | 2.9* | 20.5 | 0.92 | 2223.44 | (+) 1.2 × 10−8 | (+) 2.5 × 10−7 | (+) 182.0 | (+) 8.7 | (+) 17.27 | 1st 0.508 | 1st 0.877 | (+) 0.54 |
| (−) 3.9 × 10−8 | (−) 8.3 × 10−7 | (−) 560.0 | (−) 26.3 | (−) 21.89 | 2nd 0.265 | 2nd 0.538 | (−) 0.54 | ||||||
| BDTR-4 | 8 | — | — | — | 3056.66 | (+) 7.5 × 10−8 | — | (+) 29.1 | — | (+) 5.8 | 1st 0.082 | 1st - | (+) 0.58 |
| (−) - | (−) - | (−) – | 2nd - | 2nd - | (−) - | ||||||||
| BDTR-5 | 16 | — | — | 0.55 | 4756.60 | (+) 2.2 × 10−10 | — | (+) 9930 | — | (+) 16.98 | 1st 0.159 | 1st 0.216 | (+) 0.56 |
| (−) 2.4 × 10−10 | (−) 9100 | (−) 11.00 | 2nd 0.458 | 2nd 0.559 | (−) 0.26 |
For BDTR-1, BDTR-2, and BDTR-3 the forward and reverse peak current ratio was close to unity, indicating the reversibility of the ion transfer reaction (see Table 1, column 5). Since the transfer of BDTR-4 was severely overlapped with the interfacial transfer of the potential window limiting ion (in that case Cl−aq↔org) we were unable to extract most of its physicochemical and analytical parameters summarized in Table 1. For BDTR-5 the forward and reverse peak current ratio was equal to 0.55. However, the very broad forward (positive current) peak indicates that more than one charge transfer process occurs within the given potential range (from e.g. 0.3 to 0.7 V). The integrated area below forward and reverse peak currents equals 0.13 μC and 0.17 μC, respectively, and the corresponding ratio is 0.76. We think that dendrimer BDTR-5 is first adsorbed to the LLI, followed by its gradual transfer to the organic phase, manifested as the complex, and a multistep charge transfer reaction coupled to the interfacial transfer of the TPBCl− ion. On the back transfer, the current is first slightly increased to finally give a sharp and well-defined peak with a characteristic diffusion-limited tail.
For all studied dendrimers we have found that the forward and reverse peak currents, for a fixed dendrimer concentration, increase linearly with the square root of the scan rate (see Fig. 4 and ESI Fig.2†). The rearranged Randles–Sevcik equation
![]() | (5) |
is the slope of the linear fit equation (see Fig. 4B, D and ESI Fig. 3B, D and F†), 2.69 × 105 is a result of an operation on physicochemical constants (for 25 °C), A is the surface area of the LLI (1.33 cm2), z is the charge crossing the LLI, and C is the dendrimer concentration (mol cm−3), was used to calculate the diffusion coefficients (D, cm2 s−1) for studied molecules. The resulting values are summarized in Table 1 (columns 7 and 8). For the calculations, we have used the theoretical number of charges deduced from the chemical structure of each dendrimer and equal to the number of imidazolium groups within the molecular periphery and the charge that was estimated based on the forward and reverse peak to peak separation (Table 1, columns 2 and 3, respectively). When theoretical molecular charge values were substituted in eqn (5) we have obtained diffusion coefficient values 1–2 orders of magnitude lower than expected 10−6 cm2 s−1 for lower and 10−7 cm2 s−1 for higher dendrimer generations.35,38,46 This means that the interfacial charge transfer reactions recorded in the presence of dendritic molecules are not a one-step process. Reasonable values were obtained, which were 3.8 × 10−6 cm2 s−1 for BDTR-1, 1.4 × 10−6 cm2 s−1 for BDTR-2, and 2.5 × 10−7 cm2 s−1 for BDTR-3, when we performed the charge calculated based on the forward and reverse peak to peak separation taken from ITVs recorded at [dendrimer] < 100 μM at 2 mV s−1 (due to uncompensated resistance the peak to peak separation values were increasing during the measurements together with the increasing [dendrimer] and the experimental scan rate). Assuming that the interfacial adsorption processes affect the dendrimer ion transfer to some extent the utility of the Randles–Sevcik equation is most probably limited, and hence, obtained values should be treated as approximations. The calculated zexp. values were significantly lower than the ztheor.. This discrepancy may be due to a few reasons, including sluggish kinetics, the presence of the uncompensated resistance, and/or the occurrence of the interfacial adsorption processes. Diffusion coefficient values for higher generations (which are BDTR-4 and BDTR-5) are not available since we were unable to accurately define the peak to peak separation, and we assumed that these species (especially BDTR-5) do not undergo reversible ion transfer reactions. Also, based on the calculated diffusion coefficients and the Einstein-Stokes equation we have estimated the values of hydrodynamic radii for BDTR-1, BDTR-2, and BDTR-3 which were equal to 0.6, 1.7, and 8.7 nm, respectively. We have found that the first two values are in good agreement (BDTR-1: 0.9 nm and BDTR-2: 0.7 nm) with the hydrodynamic radii calculated based on diffusion coefficients measured with diffusion oriented spectroscopy-NMR. The same technique provided the hydrodynamic radius for BDTR-3 equal to 1.7 nm, still within the same order of magnitude (see Table S1 from ESI† for more details) as the value calculated using the electrochemically deduced diffusion coefficient. This underlines that the complex interfacial behaviour of higher dendrimer generations hampers proper evaluation of the charge values crossing the interface during single ion transfer. The values of the slope of the logarithmic dependence of the peak current versus experimental scan rate were in the range from 0.45 to 0.58, indicating that the charge transfer reaction is diffusion-limited. Also, we have noticed that BDTR-5, see Fig. 4A and 3C, gave very broad positive and negative peaks (especially for [dendrimer] < 50 μM), which suggests the occurrence of a multistep charge transfer process. At this point, we believe that BDTR-5, to some extent, can facilitate the transfer of TPBCl− from the organic to the aqueous phase. All these indicate that the voltammetric behavior of all studied dendrimers is complex. The ion transfer reaction for higher generations is surely coupled to the interfacial adsorption/desorption step. This is especially prominent for BDTR-3–BDTR-5 and is in line with other reports.47
The behaviour of charged macromolecules (proteins, polyelectrolytes, and dendrimers) at the electrified LLI shares many mechanistic aspects.32,45,48–50 Upon interfacial polarization, these molecules were found to form a complex with the organic phase anion at the LLI, giving characteristic voltammetric behaviour. (i) Instead of a diffusion-limited current tail, a sharp drop is recorded for the reverse peak current after reaching its maximum (attributed to the partial back transfer of the organic phase anion from the interface to the organic phase). Here, even for the highest dendrimer generation, this behaviour was absent. The complex shape of the (especially) forward peak patterns indicates that the interfacial charge transfer is coupled to the dendrimer adsorption/desorption to/from the LLI. (ii) Macromolecules, upon consecutive voltammetric cycling, tend to form multilayer deposits at the LLI, shown by the increasing forward and reverse peak currents. For all studied dendrimers, the opposite dependency was observed, with the currents dropping over the first few cycles (see the insets of Fig. 5A and B). At this point, we can speculate that the dendrimers studied here (especially smaller molecules) are initially (before LLI polarization) adsorbed to, or in other words pre-concentrated at, the LLI. This could explain the high ionic currents recorded during the first scan, which may be due to the analyte stripping from the LLI. (iii) The position and intensity of the faradaic signals for interfacially active macromolecules are highly dependent on the nature and concentration of the organic phase background electrolyte anion.28,51 For the interfacial complex formation (charged macromolecule–hydrophobic anion) it is expected to observe dropping faradaic current signals as a function of the dropping concentration of the background electrolyte. Fig. 5C and E show the ion transfer voltammograms recorded for BDTR-2 and BDTR-5, respectively, in cell II for the organic phase containing either 1 mM or 10 mM BTPPATPBCl in the 1,2-dichloroethane. Fig. 5D and F show the positive and negative peak current intensities for other studied concentrations of the BTPPATPBCl dissolved in the organic phase (ITVs are not shown). We have observed that the decreasing concentration of the organic phase background anion has a minimal effect on the positive and negative peak current intensities for BDTR-2. The increasing forward and reverse peak to peak separation (see the red dash–dotted curve recorded for 1 mM BTPPATPBCl) is due to the increasing uncompensated resistance of the system rather than due to the interaction between BDTR-2 and the anionic part of the organic phase background electrolyte. Based on this and the above observations, we concluded that the interfacial charge transfer reaction for smaller dendrimers is mainly governed by the simple and reversible ion transfer reaction. The positive and negative peak current intensities for BDTR-5, although slightly more scattered, (see Fig. 5F), gave lower peak current values for decreasing concentration of BTPPATPBCl dissolved in the organic phase. As such, we have concluded that branched generations with higher dimensionality undergo interfacial ion transfer coupled to interfacial adsorption (when the direction of the ion transfer is from the aqueous to the organic phase). This is evidenced by (i) broad forward positive peaks, (ii) overlaid signals indicating multistep interfacial charge transfer reactions and (iii) irregular variations in the peak current intensity and forward peak position recorded at different pH values (ESI Fig. 1†). Our study reveals that all five carbosilane dendrimers can cross the LLI under external polarization. In addition to the insight into the interaction between studied macromolecules and the mimetic interface, we think that these molecules can be used to study the permeability of the electrified LLI modified with porous materials that we wish to pursue in the future.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: 10.1039/d0an02101f |
| This journal is © The Royal Society of Chemistry 2021 |