Open Access Article
Mariusz Radtke and
Anna Ignaszak
*
Department of Chemistry, University of New Brunswick, 30 Dineen Drive, Fredericton, NB E3B 5A3, Canada. E-mail: Anna.Ignaszak@unb.ca; Tel: +1 5064477107
First published on 12th July 2017
Carbon-based nanomaterials are key components in energy storage devices. Their functions can be tailored by adjusting or developing new synthesis pathways. In this study, two living radical polymerization techniques, an electrochemically-aided atom transfer radical polymerization (e-ATRP) and reversible addition chain transfer polymerization (RAFT), were applied for grafting of carbon allotropes such as multi-walled carbon nanotubes (MWCNT), graphene and single-walled carbon nanohorns (SWCNH) with a 2-(1H-pyrrol-1-yl)ethyl methacrylate. The functionalized carbons were examined as polymerization initiators in the RAFT and e-ATRP synthesis. The FTIR and Raman spectroscopies were used to identify the reaction products at each step of preparation and for final composites. TEM imaging demonstrated that the morphology of composites made via RAFT and e-ATRP using the same carbon were not significantly different. The electrochemical analysis of grafted materials showed an improved gravimetric capacitance as compared to their individual components, revealing the synergy of a double-layer and pseudo-capacitance.
A strong position in the area of metal-free electrodes is given to nanostructured carbons, especially multi-walled carbon nanotubes (MWCNTs) and graphene, due to their remarkable high electrochemical double layer capacitance (EDLC).5 These carbons can be paired with other capacitive materials, such as redox-active polymers. In capacitor field, this conjugation results in synergistic improvement of a total electrode capacitance,6 and more importantly, such composites usually outperform their metallic peers in terms of electrochemical and mechanical stability.7,8 The carbons grafted with particular conducting polymers or two-dimensional oxides also show higher energy density than conventional electrochemical double layer capacitors (EDLCs).4,9 Suitable carbons for grafting are MWCNTs, graphene, and relatively new, single-walled carbon nanohorns (SWCNHs), due to primarily high specific surface area and tailored pore size that facilitate fast adsorption/desorption of ions from operating electrolyte. This enables an ultra-fast recovery of the double-layer capacitance, leading to the charge–discharge time counted in milliseconds.10
The pseudo-capacitive function of conjugated polymers is well-known process and relies on the reduction–oxidation of the polymer chain, and the corresponding doping of counter ions from the electrolyte.11 These reversible redox reactions are foundation for the fast charge–discharge processes.12 The combined EDLC and pseudocapacitive materials are called hybrid capacitors. Usually, the carbon–polymer hybrids used in supercapacitors perform better than their individual components,13 however they suffer from poor electrochemical stability.14 The improvement of capacitance in such hybrids is generated from strong electronic interactions between the carbon graphitized surface and the π electrons of conjugated double-bonds in polymer chain, resulting in areas with enriched electron density, and thus stronger attraction of a counterion from the electrolyte.15 However, considerable loss of pseudocapacitance caused by the volumetric changes in the polymer upon cycling and its oxidation, lead to the short cycle stability of these combined capacitor electrodes.16
The stability is significantly improved via a grafting of carbon surface with the polymer through appropriate covalent bond, resulting in new, highly ordered molecular structures.13,14 A rigid and electrochemical stable covalent linker, connecting the double-layer (carbon) and pseudo-capacitor (polymer) is vital to the success of composite electrodes. Such molecular bond provides the necessary electronic linkage between the carbon and polymer. Its function is even more important since it controls an extent of distribution and the coverage of polymer onto the carbon surface. The electrochemical function of the molecular linker is critical in overall performance of the composite electrode: (1) it should facilitate an ion diffusion to the redox active centers of the polymer without obstructing the double-layer interface (carbon); and (2) it should contribute to (or at least not hamper) good electron conductivity and associated electronic effects, leading to the improved chemical, mechanical and electrochemical stability.4,14 The concentration and distribution of a molecular bridge dictates the morphology of the polymer coating,17 and therefore plays critical role in sustaining electronic effects, leading to desired electrode response and the stability.
A number of successful carbon grafting methods with conjugated polymers via rigid chemical anchorage rely on chemical pathways (with a 3-aminobenzoic acid linker,14 amide derivative16), or electrochemical functionalization, such as in situ reduction of diazonium salts on various carbon electrodes.18 These synthesis methods begin from functionalization of carbon in the first step, and the attachment of the conjugated polymer to molecular linker (bridge with carbon) in last phase of preparation.14,16 Although, these methods deliver composites with high gravimetric capacitance and a long-term life cycle, there is still room for improvement, as performance of carbon based polymeric composites strongly depends on the overall morphology in molecular and macroscopic scale.
A control over the polymer structure can be achieved via living radical polymerizations.19
The living radical polymerizations allow to control the rate of polymerization, and thus to generate more homogenous nano-structures. The propagation of polymer chains of same length causes the ratio of an average molecular weight and the number of average molecular weights to reach unity.20 This means that the predicted molecular weight of the macromolecule will be evenly distributed within whole polymer particle. This feature can be analyzed by the size exclusion chromatography (SEC) or the matrix assisted laser desorption ionization time of flight mass spectrometry (MALDI TOF MS). However, the SEC technique requires the polymer to be soluble. In case of nanocomposites utilized in this study, both the poly(pyrrole) and carbon allotrope are insoluble. This makes the estimation of PDI index and other characterizations of our composites very problematic.21 In general, techniques such as a Reversible Addition Fragmentation Chain Transfer (RAFT) and the electrochemically aided Atom Transfer Radical Polymerization (e-ATRP) allow to control better the uniformity of polymeric chain as compared to the conventional chemical polymerizations (due to the significantly improved polydispersity index, leading to values close to the unity).20 Another important benefit of these methods, especially when carbon allotropes are used as polymerization initiators, is quenching/inhibiting of monomer homopolymerization.22 This is particularly important for the carbon-grafted polymer composites, since the particle size of both functional components is in the range of nanometers.
In this study, the modified carbon allotropes bearing respective dithioester or alkyl halides active groups are applied as initiators for the living radical polymerizations of a methacrylate-functionalized pyrrole monomer. The nanostructured carbons (source of double-layer capacitance) such as the MWCNTs, graphene and relatively new carbon allotrope that is single-walled carbon nanohorns (SWCNHs), are used for the first time as initiators during the living radical polymerization. These carbons are grafted via the e-ATRP and RAFT techniques with a 2-(1H-pyrrol-1-yl) ethyl methacrylate monomer in order to attach a polymer (pseudo-capacitor). The material characterization using microscopic and spectroscopic methods is correlated with the electrochemical activity for all newly developed composites. In the proposed synthetic methodology, the derivatization of polymer with the molecular linker is carried out first, and its polymerization onto the carbon takes place after, which is in reverse order as compared to the synthesis methods reported in literature. Since the structure and the particle size of the single-walled carbon nanohorns are very different from other two carbons used in this work (MWCNTs and graphene), its function as the e-ATRP and RAFT polymerization initiator provide new important insight regarding its processability and possible applications in electrochemical energy storage.
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| Fig. 1 The preparation of carbon-grafted initiators (a and b) and a 2-(1H-pyrrol-1-yl)ethyl methacrylate monomer (c). | ||
S asymmetric stretch, 1070 cm−1 for the S–C
S, or typical free –OH symmetric stretch.22 Small discrepancies such as the transmittance shift of 2 cm−1 (3697 cm−1 reported, in case of this study 3699 cm−1 (ref. 22)) for the free –OH stretch could be due to the presence of an additional aryl unit used to prepare the RAFT initiator. Fig. 2b shows the Raman spectrum of the functionalized MWCNTs that consists three main peaks. The signal at 1304.23 cm−1 is assigned to defects and disordered graphite structures, while the peaks at 1598.36 cm−1 and 2601.46 cm−1 are attributed to the graphite band, which is common to all sp2 systems and second-order Raman scattering process, respectively. The ratio of intensity for the defect band and graphite band (ID/IG) indicates on the degree of functionalization of the MWCNTs.23 For a pure MWCNT, the ID/IG observed in this work was 1.91 and, as can be estimated from Fig. 2b, ID/IG of functionalized carbon nanotubes is 1.87, demonstrating that 2.08% of the carbon has been functionalized in the MWCNT-based RAFT agent. The similar analysis of the ID/IG intensity ratio for the graphene- and SWCNH-based RAFT reagents were carried from spectra demonstrated in Fig. S2 (ESI†), and revealed degree of carbon functionalization similar to that of MWCNTs.
i) (Fig. S9 in ESI†):
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| Fig. 3 The synthesis steps in e-ATRP (a) and the RAFT (b) polymerization of the carbon-grafted-polymer capacitor materials. | ||
The kact is the reaction rate for forward reaction (also called activation rate constant), k0 is the equilibrium reaction constant, α denotes the electron transfer coefficient obtained from the Tafel plot (Fig. S9†), n is the number of electrons transferred during the reaction, F is the Faraday constant (96
485.33 C mol−1), R is the universal gas constant (8.314 J mol−1 K−1), T is temperature (295.65 K at the time of measurement), E and E0 are applied potential and the standard potential for the reduction reaction, respectively. The slope of Tafel function for the cathodic activation process is equal to
. Briefly, when linear branch of the cathodic Tafel plot (Fig. S9†) is extrapolated to log(i), the steady-state equilibrium for the reduction/oxidation reaction responsible for the catalyst activation is reached at the respective exchange current density, i0 (e.g., for MWCNT-based initiator i0 = 5.38 × 10−6 A and is recalculated from the common logarithm with the base of 10). This quantity is further used to calculate the equilibrium (k0) and (kact) in eqn (1) (
at the complex concentration of C = 1.1 × 10−3 mol cm−3). The overpotential observed for the e-ATRP assisted activation depends on the type of carbon allotrope used in the synthesis, as shown in Tafel plots (Fig. S9†). As a result, the calculated activation constant (kact) varies for all e-ATRP products as follow: 0.023 L mol−1 s−1 for the MWCNT-based initiator, 0.261 L mol−1 s−1 for the graphene-based and 0.840 L mol−1 s−1 for the SWCNH-based initiator, and slightly differ from the activation constant calculated using the same method applied to similar systems.27,28 In this work, the SWCNHs-derived initiator showed the highest kact and the lowest overpotential needed to initiate the redox process, as compared to other allotropes. This difference is apparently related to the carbon specific surface area, which is the highest for the SWCNHs. Thus, the accessibility of electrochemical interface for the redox process is largest in SWCNHs. The particle size and shape for carbons investigated in this work are very different, therefore the distributions of the electro-active centers along the carbon three-dimensional π-extended systems varies accordingly. The porous structure of SWCNs and their smallest size as compared to the graphene and MWCNT initiators, caused the fastest Cu redox activity on SWCNH. On the other, an open planar structure of the graphene sheets (not structurally hindered) also facilitates fast and easy transport and activity of Cu complex, and thus the kact calculated for the graphene is also high and comparable to carbon-based initiators reported in literature.29,30 Nevertheless, the efficiency of Cu activation in the e-ATRP process is strongly influenced by the carbon morphology.
Fig. 2b shows the synthesis steps in the RAFT polymerization, partially adapted from literature.24 The molar ratios of AIBN/initiator/monomer were kept at 1
:
4
:
24. The RAFT synthesis has some advantages over e-ATRP, such it does not require electrochemical instrumentation. Since the e-ATRP uses reference electrode, it is critical to prevent the synthesis workup from any contamination from reference electrode leakage. Also, the RAFT polymerization does not require a toxic copper complex, and thus the overall workup is easier than in e-ATRP (where copper removal is an additional step in purification of the product). On the other hand, the e-ATRP allows to perform the subsequent electro-polymerization of the pyrrole units using the same electrochemical setup, in total, the synthesis can be faster. More importantly, in e-ATRP, an in situ analysis of kinetics of the polymer growth can be carried out using well-known electrochemical models (such as the Butler–Volmer and Tafel analysis). The RAFT is a pure chemical synthesis, whereby the e-ATRP combines the electrochemical approach with typical chemical methods. Nevertheless, the advantages of both synthesis routes are discussed in context of composites' morphology, the electrochemical stability and energy storage capacity in following sections.
C–H deformation vibration in the initiator's aryl unit; at 753 cm−1 the C–S strong vibration indicates on the presence of thioester, a medium C–O–C vibration at 808 cm−1 corresponds to the methacrylate backbone, esters relate to bands visible at 1190 and 1250 cm−1, a large carbonyl stretch at 1740 cm−1 indicates the presence of the meta acrylic backbone in RAFT product. Also, a large band at 1650 cm−1 is assigned to –C
C– aromatic vibrations from MWCNTs and an aryl functionality of meta-substituted benzene ring, strong stretching vibrations at 1400 cm−1 and 1450 cm−1 alongside with the broad weak band at 3000 and 3420 cm−1 confirm the presence of poly(pyrrole) unit. Also, the
C–H and C
N/–C–N– in plane vibrations are typically observed in the 1-substituted pyrroles.29 The C–H aliphatic bending vibrations are present at 2950 cm−1. In total, the most important signals revealing the formation of composites are: the free –OH stretch at 3700 cm−1 for the initiator derivatized with the 3-substituted aryl mote; the resolved weak 1-H isolated deformation vibration of the 3-substituted aryl attached to the MWCNT core at 708 cm−1, and corresponding the 3-H atoms with the out-of-plane deformation vibrations at 835 cm−1; the strong dithionic C
S and C–S alongside with the C–C vibrations from this functionality observed at 1120, 982 and 1150 cm−1; two bands at 891 and 948 cm−1 represent dithionic units in the endcapped polymer backbone around the carbon core (which was also confirmed by the sulfur signal observed in EDS spectrum Fig. S6†). The Raman analysis of the MWCNT-grafted-PPy (Fig. 4d) shows characteristic for the carbon nanotube, the D and G bands (at 1311.85 and 1610.19 cm−1, respectively). The analysis of D/G intensity ratio related to the pristine MWCNT is an indication on the extent of the surface derivatization and is related to the change of sp2 hybridized carbon atoms to sp3 after the attachment of the linker. This analysis is done based on the comparison of the ratio of D/G in pristine MWCNT and the same carbon in composite (according to relation: 100 − ((D/GMWCNT-based initiator)/(D/Gpristine MWCNT) × 100%)). For the MWCNT-grafted-PPy the D/G ratio was 1.68, and for pristine MWCNT it was 1.91, which corresponds to 12.04% of the carbon surface functionalization with the linker and polymer. The D/G ratio from MWCNT-g-PPy prepared by RAFT polymerization was 2.015. The increase in the D/G intensity ratio, is due to combined effects of the increase in intensity of sp3 hybridized atoms as compared to the sp2, alongside with the influence of the length of methacrylate backbone (due to the rich abundance of sp3 carbon atoms in their structure). The D/G ratio for pristine graphene was 0.69 (which correlates well with large abundance of sp2 hybridized carbon atoms) and for pristine single-walled carbon nanohorns 1.88 (data not shown). For SWCNH- and graphene-based initiators, the D/G ratios were 1.22 and 0.48, respectively, which corresponds to 30 and 35% abundance of functional groups onto the carbon surface. For the MWCNT-grafted-PPy prepared by the RAFT (Fig. 4d) there are additional peaks at 1104.76, 1417.70, 1441.61, 2605.72 and 2935.49 cm−1 assigned to the –CH2– aliphatic chain and the poly(pyrrole) units with a 2D band at 2935.49 cm−1 and also associated with the broadening of sp2 signals due to covering of carbon with the polymer. This results in the splitting phonon band from one sp2-rich layer of carbon core to other sp2-rich layer of the poly(pyrrole).31,32
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| Fig. 4 FTIR (a–c) and Raman spectra (d–f) of e-ATRP and RAFT products: MWCNTs-grafted-PPy by RAFT (a and d), SWCNH-grafted-PPy by e-ATRP (b and e), graphene-grafted-PPy by e-ATRP (c and f). | ||
Fig. 4b and c demonstrate the FTIR spectra of the SWCNH-grafted-PPy and graphene-grafted-PPy synthesized by e-ATRP, respectively. For the first composite, the characteristic signal indicating on the product formation is a band at 522 cm−1 assigned to an out of plane N–H deformation vibration in amide structure, which correlates with the second band at 542 cm−1. The moderate intensity C–O stretching amide vibration is observed at 1040 cm−1 and at 1170 cm−1 that are similar to bands found in amides connected directly to aryl groups, for example in carbons coupled with a p-amino aniline.16 The medium and strong in-plane N–H bending vibrations assigned to the amide bond are seen at 1320 (medium) and 1570 cm−1 (strong). The band at 585 cm−1 is attributed to CH2 vibration of the ethyl unit in ester bond between the pyrrole and methacrylate. The band at 617 cm−1 correlated with the band at 1240 cm−1 and both are assigned to the aliphatic C–Br ending of the polymer methacrylic backbone. Similar to the MWCNT-grafted-PPy prepared by RAFT (Fig. 4a), the peaks at 724 and 832 cm−1 indicate on the presence of the meta-substituted aryl mote. The bands at 669 and 698 cm−1 are attributed to the C–H wagging vibrations of an ethyl aliphatic unit, connecting PPy to the methacrylate. The bands at 745, 762 and 781 cm−1 arise from the N–H wagging vibrations. The bands at 621, 941, 969 and 1000 cm−1 recognize the presence of the N–C and C–H deformation vibrations in the 1-H substituted pyrroles. The bands at 1030 and 1320 cm−1 are assigned to the C–O vibration in ester unit that correlates well with the carbonyl stretch at 1720 cm−1. The presence of poly(pyrrole) unit is additionally confirmed by bands at 1060, 1080 and 1470 cm−1. The aryl units manifest themselves by the band at 1640 cm−1 alongside with the presence of large aromatic graphene sheets. The aliphatic chain at 2050 and 2800 cm−1 almost overlap with the N–H signals from the amides at 2850 and 2930 cm−1. The final amide and ester structures are confirmed by the bands at 3260 and 3420 cm−1.
Raman spectroscopy of the graphene-grafted-PPy (Fig. 4f) revealed stronger D band at 1250, and 2D at 2271 cm−1 corresponding to the phonon splitting in case of the MWCNT-grafted-PPy prepared by RAFT. The difference between these two composites is only the intensity of the signal that is stronger in graphene due to the presence of approximately twelve sheets that overlay and form a sandwich-like structure (based on TEM imaging, Fig. 5), which contributes to higher intensity of D signal as well as stronger G band at 1352 cm−1. Signals at 1042, 1081, 131, 1376, 1434, 1460, 1480, 1579 and 1600 cm−1 correspond to the PPy unit with covalent linkers and the methacrylic backbone. For example, peaks at 1042 and 1081 cm−1 are associated with the phenyl ring and the peak at 1301 cm−1 arises from the C
C alkyl stretch. The ester units are identified by the presence of COO– stretch at 1376 cm−1 and at 1434 cm−1 assigned to the stretching of methacrylic backbone. The latest is also confirmed by the presence of –CH3 stretch at 1460 cm−1. The poly(pyrrole) shows additional stretching signals at 1480 and 1519 cm−1. The Raman spectra of the SWCNH-grafted-PPy (Fig. 4e) and the MWCNT-grafted-PPy (Fig. 4d) demonstrate similar signals with lower intensities.
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| Fig. 5 TEM images of e-ATRP and RAFT products. MWCNT-g-PPy by e-ATRP (a), graphene-g-PPy by RAFT (b), MWCNT-g-PPy by RAFT (c) and SWCNH-g-PPy by e-ATRP (d). The bare carbon allotropes are shown in Fig. S10–S12 in ESI.† | ||
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| Fig. 6 The redox activity of poly(pyrrole) generating pseudo-capacitance (a), an example of the cyclic voltammogram of the MWCNT-grafted-PPy synthetized by e-ATRP (b). | ||
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| Fig. 7 Cyclic voltammograms of carbon allotropes grafted with poly(pyrrole) prepared by RAFT (a) and e-ATRP (b). | ||
The repetitive charge–discharge of poly(pyrrole) introduces considerable volumetric changes in the polymer. This feature of conjugated polymers makes them good actuators (e.g., for the application in artificial muscles). However, this is also a reason for their electrochemical instability. For example, comparing the poly(pyrrole) with poly(aniline), the conductivity in the latter (generated via anion doping and the cation formation in oxidized state) is achieved upon the linearization of phenyl structure that requires additional energy.32,33 The poly(pyrrole) is a chain molecule composed of five-membered heterocycles, and it has better stability as compared to the poly(aniline) due to accommodation of nitrogen in the ring structure.34 Such structure of poly(pyrrole) hampers the formation of destructive polaron and multi-polaron.34 The electronic stabilization of the polymer via its grafting with carbons, and generated by this electronic effects, such as the reverse donor–acceptor centers, yield higher electrochemical stability.14
In presented study we report the values of gravimetric capacitance and other electrochemical parameters only for the final products. The intermediate products (oligomers of pyrrole derivatives) generated at any step of the synthesis, do not show pseudo-capacitance when analyzed using electrochemical methods, and thus we carried out electrochemical study only for the final products. In proposed synthesis methods, the last phase is a chemical crosslinking of the pyrrole using the ammonium persulfate in aqueous acidic medium as the crosslinking agent. Simultaneously, we have applied other methods for the crosslinking of pyrrole with the methacrylate backbone, which was initially connected to the carbon (not to monomer). Fig. S16 (ESI†) shows results related to the electrochemical polymerization of the pyrrole onto the methacrylic backbone distributed on the carbon surface. The narrow CV scan indicates on a low gravimetric capacitance. This demonstrates that the method of synthesis resulted in the product that is not electrochemically active. Another drawback of the e-ATRP synthesis is copper contamination.26 In the proposed crosslinking of pyrrole in the presence of APS (not electrochemical as shown in Fig. S16†), the hydrochloric acid used for the activation of ammonium persulfate, also facilitated the removal of copper, which was confirmed by elemental mapping performed using the energy dispersive X-ray spectroscopy and the cyclic voltammetry.
The specific capacitance of electrodes constructed from the carbon-grafted-poly(pyrrole) was estimated by integrating area under CV curve (Fig. 7), recorded for freshly prepared electrodes and after the long-term stability test. The charge (in coulombs) was standardized to the mass of active components (m in g) at the applied potential scan rate (ν in V s−1). For the charge integrated in the potential window (E2 − E1 in V), the specific capacitance is calculated according to eqn (2):
![]() | (2) |
Table 1 demonstrates specific capacitances for all products. In summary, the e-ATRP method delivers composites with higher specific capacitances as compared to the same sample prepared by RAFT. Regarding the influence of carbon type on capacitance, the MWCNT-based materials show the best capacitances regardless of the synthesis method, with the maximum capacitance of 456.8 F g−1, which is significantly better as compared to the MWCNT-grafted-PPy with the amide-like linker (350 F g−1),16 or to bare MWCNTs (90 F g−1 (ref. 35) or even lower as demonstrated in this work in Table S1†), and to pure PPy (Table S1†). Not only MWCNT-based, but other composites showed higher specific capacitances than their individual components, e.g., 4.07 F g−1 for pure PPy (this work, Table S1†), 15.00 F g−1 SWCNH16 or 11.60 F g−1 for bare graphene.16 This result demonstrates the synergy of double-layer and pseudo-capacitance in combined materials. The electronic effects are critical for an efficient charge accumulation and transfer in these composites. Both, the morphology and electronic interactions between components in grafted materials are crucial for improvement in specific gravimetric capacitance.36,37 An example is the graphene-based composite shown in Fig. 5b, where the most outer plane of the carbon is coated with a continuous polymer film. This generates two competitive effects. Firstly, it hinders the access of ions to both sides of graphene planes, which is necessary to achieve the maximum of double layer capacitance for this carbon. On the other hand, the stacking of graphene sheets (up to twelve sheets on average based on TEM imaging) observed after grafting, facilitates the intercalation of ions, similar to the process taking place in graphite anodes. This effect, together with a contribution from the PPy pseudo-capacitance, results in improved gravimetric capacitance that reaches 254 F g−1 for e-ATRP and 231 F g−1 for RAFT products. The graphene-based composites synthetized via the radical living polymerization shows significantly better capacitances as compared to the same composites made by a combined electrochemical and chemical grafting with the amide-type linker,3,16 and as compared to capacitances obtained for pristine carbons or pure PPy (Table S1†). Also, the difference in electrochemical characteristics of covalently grafted composites for graphene are related to its structure, where the extended π-systems of the carbon are not accessible for reactants (inert), due to the structure stabilization via π–π* stacking. This makes the covalent derivatization of graphene rather challenging.34 The benefit of using the living radical polymerization in the process of grafting of the graphene with poly(pyrrole) is that the carbon is primarily derivatized with the reactive moiety that prevents agglomeration of carbon and the monomer.
| Sample | Capacitance (F g−1) | Diffusion coefficient (cm2 s−1) | Electrochemical stability (cycle no.) |
|---|---|---|---|
| MWCNT-g-PPy (RAFT) | 338.43 | 1.06 × 10−8 | 7500 |
| Graphene-g-PPy (RAFT) | 231.88 | 2.91 × 10−9 | 7500 |
| SWCNH-g-PPy (RAFT) | 98.54 | 4.89 × 10−10 | 5400 |
| MWCNT-g-PPy (e-ATRP) | 456.86 | 1.53 × 10−8 | 6500 |
| Graphene-g-PPy (e-ATRP) | 254.01 | 2.65 × 10−9 | 6350 |
| SWCNH-g-PPy (e-ATRP) | 113.94 | 5.83 × 10−10 | 5500 |
MWCNT-based capacitors fabricated in this study are the best performing electrodes as compared to the graphene- and SWCNHs-grafted composites. Indeed, their enhanced double-layer capacitance is related to the MWCNT morphology. The uniform in size and shape long tubes, also named as a one-dimensional structures, favor the specific electronic interactions within inner shells and along outer graphene layers.35 The interactions between these surfaces create an extended electrical field resulting in improved electrochemical double layer capacitance.14,38 The most evident benefit of RAFT and e-ATRP grafting is observed for the SWCNH-based composites. Firstly, the combined materials showed a major improvement of the total capacitance as compared to bare nanohorns (15.00 F g−1 (ref. 16) or in Table S1†), and at least two times higher than grafted materials via different organic moieties.3,14 This, again refers to the morphology of composites, revealing the benefit of using the living polymerization over other chemical and electrochemical grafting of carbon. As observed in previous work,14 the SWCNH-grafted-PPy tents to agglomerate to extent that the double-layer capacitance from the carbon fraction is obstructed. Due to the size of a needle-like carbon (“horns”), in the range of several nanometer (TEM of bare SWCNH are shown in Fig. S10 in ESI†), the grafting of this nano-structures with other components leads, in most cases, to covering of entire carbon, and therefore to the electrochemical response only from the pseudo-capacitive polymer. Fig. 5d shows the TEM image of SWCNH-grafted-PPy, where very small polymer beads can be recognized onto the carbon together with tiny polymer flakes that appear locally within colonies of carbon “horns”. Since carbon is open to the ion from electrolyte and the polymer size facilitate the ion transport within its bulk, these both effects contribute to the improvement of gravimetric capacitance of the material. The pseudo-capacitance depends on the electrode polarization, thus peaks responsible for the poly(pyrrole) activity may be seen in the Fig. 7, inserts A and B.39
The ionic mass transport is critical to the effective rate of charge–discharge in capacitor electrodes. The diffusion coefficient (D) is an indication on the ion transport within the material and is analyzed in this work using coulometry technique. The data are further fitted using linear function of charge (Q) = f(square root of time,
) according to the Cottrell equation (eqn (3)):
![]() | (3) |
485 C mol−1 K−1 and A is the geometric are of rotating disk electrode (0.1963 cm2). Fig. 7a shows an example of the charge = f(square root of time) linear dependence, which slope is used to calculated D values for all composites (Table 1). In general, the product with a maximum gravimetric capacitance shows the highest diffusion coefficient, regardless of the synthesis method. More importantly, for the same type of composite (the same carbon used for the grafting) prepared either by RAFT or e-ATRP, the diffusion coefficient are very similar, leading to the conclusions that the morphologies, in particular the thickness (or particle size) of the polymer and overall carbon coverage are similar (also confirmed by analysis of D and G bands intensities by Raman spectroscopy). Based on calculated D values (Table 1), the conclusion is that MWCNTs is the best carbon in terms of effective mass transport (D is the highest), followed by the graphene and SWCNHs. MWCNTs-grafted-PPy showed the best gravimetric capacitance in both RAFT and e-ATRP products. Thus, the type of carbon used as grafting core is a key component in these composites.
The differences in mass transport (diffusion coefficient) further affects ion doping and the rate of redox activity of the polymer. The differential pulse voltammograms (DPV) shown in Fig. 8b–d, demonstrate the voltammetry response of the MWCNT-grafted-PPy prepared by e-ATRP (b), graphene-grafted-PPy by e-ATRP technique (c), and the SWCNH-grafted-PPy synthesized by RAFT (d). The improved mass transport results in stronger redox signals (higher redox current over double-layer current). For example, the formation of amide polaron is observed at 0.824 V for the MWCNT-grafted-PPy prepared by the e-ATRP technique (with the highest diffusion coefficient) and the poly(pyrrole) activity at 0.556 V, at −0.48 V and at −0.204 V. Also, the reduction of the amide bond is seen at −0.844 V and −0.724 V. A weak signal corresponding to the chloride reduction appears at −0.081 V. The similar transitions were detected for the graphene-grafted-PPy (c) prepared by the e-ATRP technique, with minor shifts towards higher potentials, such as the polaron formation of amide linker accompanied by the second reduction at −0.792 V or the poly(pyrrole) activity at 0.528 V and −0.264 V. These shifts are attributed to the electronic effects within the graphene and polymer conjugated double-bonds. The corresponding peaks are identified for the SWCNH-grafted-PPy prepared by RAFT (d) at 0.484 V and −0.264 V, which are related to the poly(pyrrole) activity, and the reduction of dithionic endcapped polymer at 0.908 V. For both, the graphene- and SWCNH-based electrodes, the redox signals are weaker as compared to the MWCNTs-composites, due to their slower mass transport (smaller diffusion coefficients).
Regarding the electrochemical stability investigated by chronopotentiometry (Fig. S14†), materials synthetized by the RAFT showed slightly better stability as compared to systems prepared by e-ATRP. Based on earlier observations, the morphology of composites consisting of the same type of carbon, but prepared using different living polymerization are very similar, and also the thickness (or the particle size) of the polypyrrole are comparable. Thus the stability of materials must be related to chemical structure of the covalent linker. We predict that the chemical stability of the RAFT products are better that those synthesized by the e-ATRP, due to possible crosslinking between more branched polymeric chains for RAFT materials. Also, the oxygen containing functionalities in polyacrylates are not stable under oxidizing potential.40 A possible solution would be to engage the sulfur end-capped chains, as it was done for e-ATRP. Overall, this chemical modification makes e-ATRP composites still relatively stable, as indicated by multiple chronopotentiometric scans (Fig. S14† and Table 1).
In terms of carbon type, both MWCNT-grafted and graphene-grafted-PPy show better stability as compared to the SWCNH-based materials. This suggest more rigid chemical and electrochemical structures for first two composites, resulting in better stability of the polymer, and is generated by stronger electronic interaction between the PPy and the carbon π systems. As observed for the SWCNH-grafted-PPy (Fig. 5d), the polymer is mostly located between the carbon nano-clusters, and because of their very small size, it accumulates within the carbon macropores instead (not on the surface of small “horns”). Presumably, there is less chemical bonding between the PPy and SWCNHs, resulting in luck of covalent rigidness, also less physical contact between these components (means less electronic interaction via π stacking), resulting in unstable material (for both RAFT and e-ATRP SWCNHs products). The stability tests showed that the MWCNT-based composite electrodes are more stable as compared to graphene or SWCNH-based peers. In addition, the volumetric changes of poly(pyrrole) during charge–discharge cycles seems to be amplified for the edge-rich morphologies, such as in SWCNH, therefore their mechanical stability (and electrochemical performance) will be deteriorated. In case of graphene, the stability is improved, as the electronic interactions between carbon monolayers and the organic phase are strong.14 Likely, this effect also contributes to improved stability of the MWCNT-based composite (multi-walled tubes are made from several stacked layers of graphene). The SWCNHs are self-standing, separated structures made from ultra-small carbon “horns”. Therefore, not only the electronic interactions are weaker (it is a single-walled carbon), but the polymer is mostly accumulated within the carbon clusters, therefore its contact with carbon is limited, and it degrades similar to that of pure polypyrrole. The SWCNH-grafted-PPy requires further optimization of the structure, which leads to smaller size of PPy particles.
Fig. 9 summarizes the electrode equilibrium voltage as the function of applied current load and was constructed from the long term charge–discharge curves (Fig. S14†). Overall, the composites made from grafted MWCNT showed the highest electrode voltage, only slightly smaller is observed for graphene-based composites, and the lowest for SWCNH-grafted PPy (made by RAFT). This correlates well with morphology observations and the analysis of mass transport. The composites prepared by e-ATRP showed slightly lower electrode voltages as compared to products of the RAFT. More importantly, all composites revealed higher electrode voltage as compared to bare polypyrrole (stable at 0.68 V vs. Ag/AgCl).
This demonstrates that carbon is important stabilizing component in such materials, and emphasizes benefit from the covalent grafting with polymer (only e-ATRP-made graphene showed some discrepancy, presumably due to less porous structure of the e-ATRP product). Both, the graphene- and SWCNH-grafted-PPy can be further optimized in the e-ATRP process, leading to more uniform distribution of the polymer, better separation of graphene sheets by the polymer (for graphene-based), and to decrease in the polymer particle size for the SWCNH system. Since the morphology of both RAFT and e-ATRP products are similar, the voltage stability of electrode is apparently related to the chemical structure and stability of molecular linker. For the RAFT-grafted composites, the chemical linker composed of thiocarbonyl functionalities is more stable under oxidizing potential as compared to the linker used in the e-ATRP. In the latest, the amide and ester motes are degraded faster via bond breaking, due to the formation of a destructive polaron. It causes materials synthesized via the e-ATRP to be more prone to electrochemical degradation, while the product of RAFT contains more carbon atoms with sp3–sp3 structure, which are more stable. In total, this results in slight improvement of the cycle-life and higher electrode voltages for materials synthesized by the RAFT method.
Footnote |
| † Electronic supplementary information (ESI) available: NMR spectra of RAFT and e-ATRP reagents, Raman and FTIR spectra of RAFT and e-ATRP reagents before polymerization, electrochemical setup for synthesis of e-ATRP initiators, Tafel plots of e-ATRP initiators, EDS spectra of final products, and TEM images of pristine carbon allotropes. The Table S1 demonstrates gravimetric capacitance of pristine carbons and a pure PPy used as reference samples. The Fig. S16 shows results of electro-polymerization of the pyrrole (carried out in order to compare the electrochemical performance of this materials with the product synthesized using a chemical crosslinking in the presence of APS, used in this study). See DOI: 10.1039/c7ra06981b |
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