Open Access Article
Agnieszka
Hryniewicka
*a,
Joanna
Breczko
b,
Gabriela
Siemiaszko
a,
Karolina H.
Markiewicz
b,
Agnieszka
Gabryelczyk
c,
Grzegorz
Lota
cd and
Marta E.
Plonska-Brzezinska
*a
aDepartment of Organic Chemistry, Faculty of Medicine with the Division of Dentistry and Division of Medical Education In English, Medical University of Bialystok, Mickiewicza 2A, 15-222 Bialystok, Poland. E-mail: agnieszka.hryniewicka@umb.edu.pl; marta.plonska-brzezinska@umb.edu.pl
bFaculty of Chemistry, University of Bialystok, Ciolkowskiego 1K, 15-245 Bialystok, Poland
cFaculty of Chemical Technology, Institute of Chemistry and Technical Electrochemistry, Poznan University of Technology, Berdychowo 4, 60-965 Poznan, Poland
dŁukasiewicz Research Network – Institute of Non-Ferrous Metals Division in Poznan, Central Laboratory of Batteries and Cells, Forteczna 12, 61-362 Poznan, Poland
First published on 18th March 2025
Herein, we report the synthesis and characterization of materials consisting of carbon nano-onions (CNOs) and N and S atom-containing polymer precursors, readily available from polyacrylonitrile(PAN)–poly(acrylic esters) block copolymers. Two different acrylic esters were used, methyl and butyl acrylate carbon chains that formed a polymeric network with varying pore sizes on the CNO's surface. Their material counterparts without CNOs were also synthesized as reference materials. The polymers were annealed in airflow to stabilize PAN domains, followed by pyrolysis at 800 °C under an argon atmosphere. The N-rich carbon nanomaterials were loaded with S in the mixing–melting–diffusion process, resulting in S loading at 51–57 wt%. The synthesized N-doped carbon materials were used as positive electrodes in Li–S batteries. The battery with the CNO-based nanomaterial provided over 20% higher capacity than that without CNO. This suggests that designing and preparing N-doped carbon nanomaterials containing CNOs could be a promising direction in the search for cathode materials in Li–S batteries.
In practice, the PAN pyrolysis method is used to obtain N-doped carbon materials and primarily to synthesize highly porous carbon nanomaterials (CNMs). It is possible thanks to the use of a copolymer consisting of PAN (as a carbon matrix) and a thermodegradable sacrificial block (usually poly(acrylic ester), e.g., poly(methyl methacrylate) – PMMA).16 Its pyrolysis leads to the formation of partially graphitic carbon from PAN and the removal of sacrificial ester blocks with the simultaneous generation of porosity.17 Using block copolymers as templates has proven to be an effective method for obtaining CNMs suitable for energy storage applications.18,19
Achieving hierarchical porosity comprising micro- and mesopores is essential for electrical double-layer formation and improved ion accessibility and diffusion.20 Block copolymers are usually obtained by controlled radical polymerization, which affords functional polymers with a predefined length, composition, dispersity, and end groups. Reversible addition-fragmentation chain-transfer (RAFT) and atom transfer radical polymerizations (ATRP) are the two most common methods of controlled radical polymerization that help in designing well-defined, functional materials for a broad range of applications.21 RAFT polymerization facilitates more control over the polymerization process, such as a predefined and narrow range of molecular weights. This user-friendly method can be applied to various monomer families with different side-chain functionalities.22
Carbon–sulfur composites are often applied as the cathode of rechargeable Li–S batteries due to their outstanding electrochemical performance for high-power devices. Li–S batteries are among the most promising next-generation batteries due to their ultra-high theoretical specific capacity and energy density, as well as the easy availability and price of sulfur. Their electrochemical performance is still being improved thanks to numerous studies on sulfur composite cathodes23 containing, e.g., graphene,24 carbon nanotubes,25 or carbon nano-onions (CNOs).26 However, despite continued interest over the years, Li–S batteries have some limitations, such as poor cycling stability due to polysulfide shuttling and reduced charging rate, and power density due to the low electrical conductivity of sulfur.27
CNOs, also called multilayered fullerenes, are nanoparticles with a 4–25 nm diameter, consisting of concentric shells of graphitic carbon.28 They have attracted significant attention due to their structural and physicochemical properties. This, in turn, made it possible to use them in many areas, such as electronics,29 optics,30 energy conversion and storage devices.31,32 Presser et al. obtained a composite of sulfur and CNO, which was found to be an efficient cathode for Li–S batteries, yielding 97–98% coulombic efficiency over 150 cycles with a slow fading of the specific capacity in a long-term cycle test and rate capability experiments.26 Zhang et al. reported a carbon PAN–PMMA-derived nanofiber sulfur composite as an electrode for Li–S batteries. Although the porosity of the fiber is moderate, the electrodes maintain a stable discharge capacity of about 1400 mA h g−1 at 0.05C.33 Recently, we proved that introducing only a tiny amount of CNOs, approximately 5 wt%, improved the electrochemical properties of carbon materials.34–38
Herein, we propose to use N-doped CNM with loaded S (CNO–CNM-S) as the electrode material in Li–S batteries, readily available from block PAN–poly(acrylic ester) copolymers after thermal treatment and heating with sulfur. This approach uses only a tiny amount of CNOs (3 wt%).39 Moreover, the ‘pristine’ carbon nanomaterial (CNM-S) obtained analogically but without CNOs will be used as a reference material. Thanks to this, it will be possible to precisely determine the influence of CNOs on the properties of the synthesized materials.
C group on the CNO surface (Fig. 1). Thermogravimetric analysis (TGA) of f-CNO showed an 11% weight loss in the range of 200–600 °C confirming the modification of the carbon nanostructure (Fig. S12, ESI†). Then, f-CNO was subjected to a controlled reaction with acrylonitrile (AN). The polymeric chain of PAN contains approximately 220 units based on nuclear magnetic resonance spectroscopic (1H NMR) studies (Fig. S4 and Table S1, ESI†). It was calculated from doublet at about 8.05 ppm derived from 2 protons of CTA. By comparison of the integration of the CTA moiety and signal from the CH(CN) group in the polymer chain at 3.18 ppm, we were able to calculate the number of AN units in CNO-PAN (220 AN units, Table S4, ESI†). The polymer was subsequently subjected to a reaction with methyl acrylate (MA) or butyl acrylate (BA) to give CNO-PAN–PMA and CNO-PAN–PBA copolymers, respectively (Tables S2 and S4, ESI†). The mass fraction of PMA chains (wt% PMA) in CNO-PAN–PMA was determined based on the integration of the –CH3 signal of ester groups and the proton adjacent to nitrile (–CHCN) in the 1H NMR spectra, providing a value of 57%; the number of MA units was estimated to be 180 (Fig. S8, ESI†). The mass fraction of PBA chains (wt% PBA) in CNO-PAN–PBA was 58%, and the number of BA units was estimated to be 126, according to the integration of the –CH2 signal of ester groups and the proton adjacent to the nitrile (–CHCN) (Fig. S9, ESI†). Similarly, as described above for CNO-PAN, AN was subjected to a reaction with CTA to form PAN with a predefined length as the first block. The repeating unit of polymer consisting of AN moieties was estimated theoretically to be 200 units. According to 1H NMR, the number of AN units was 186, constituting 93% of the estimated amount (Fig. S7, ESI†). It was calculated in the same manner as CNO-PAN. Polymer PAN was subsequently subjected to a reaction with MA or BA to give PAN–PMA and PAN–PBA copolymers, respectively. Based on 1H NMR spectra, the number of MA units was 123 (200 assumed), and BA was 137 (200 assumed) (Table S3, ESI†), which consisted of 52% of PMA in PAN–PMA and 64% of PBA in PAN–PBA (Fig. S5, S6 and Table S5, ESI†), respectively.
![]() | ||
| Fig. 1 Schematic representation of the synthesis of CNM-1-S and CNM-1-S and their hybrids with CNOs (CNO–CNM-1-S and CNO–CNM-1-S). | ||
The polymers with and without CNOs were then subjected to annealing for 1 h at 280 °C under airflow to stabilize PAN domains and then pyrolyzed for 30 minutes at 800 °C under an argon atmosphere to remove the sacrificial block. Four CNM-1, CNM-2, CNO–CNM-1, and CNO–CNM-2 materials were obtained as the black solids. During thermal treatment, the samples' weight loss (57–66%) indicated pores forming in the carbon structures (Table S5, ESI†). The CNO content was ca. 3% in the CNO–CNM-1 and CNO–CNM-2 materials (Table S5, ESI†). This amount was chosen based on our previous investigation.34–38 CNO should be used as low as possible to be a platform to hierarchically organize polymers on its surface and improve the properties of the obtained material. We previously checked that a very low content of CNOs in the carbon materials (ca. 5 wt%) allows for a significant improvement in their structural and electrochemical properties.36 In another study of the carbon materials obtained from PAN-based 6-star polymers, a CNO content of as low as 2% was sufficient to enhance carbon properties.35 Next, N-rich carbon nanomaterials were subjected to the reaction with sulfur to obtain N-doped carbon materials (CNO–CNM-S). Doping with sulfur was realized using a mixing–melting–diffusion process.40,41 This straightforward method successfully confines pores with sulfur allotropes so there is no bulk sulfur in the mixture.40
Long heating time (20 hours) and slow heating rate (0.5 °C min−1) were applied to ensure complete migration of sulfur into carbon nanomaterials.42 A sufficient excess of sulfur was used to fill pores appropriately (the carbon/sulfur mass ratio was equal to 2
:
3).41,42
After that, the samples were heated for 30 minutes at 250 °C to remove sulfur from the surface of materials.43,44 All sulfur–carbon samples have a sulfur loading of 51–57 wt%. The TG curves of materials before and after doping with sulfur are presented in Fig. 2. The sulfur contents in CNM-1-S, CNM-2-S, CNO–CNM-1-S, and CNO–CNM-2-S, calculated based on the total weight losses at 500 °C, are 54, 55, 58, and 58 wt%, respectively. In general, these results are close to the calculated theoretical values of sulfur loading.
O at about 1720 cm−1 and C–O at about 1140 cm−1 appeared (Fig. 3A).46 Analogous signals are observed for CNO-based polymers (Fig. 3B). In addition, a comparison of the spectra of CTA-N3 and f-CNO revealed that CTA-N3 reacted with the C
C groups on the CNO's surface to form aziridine rings. Therefore the signal at 2130 cm−1 related to –N3 group47 disappeared in the f-CNO FTIR spectrum (Fig. 3B). After oxidative thermal treatment, characteristic signals from the nitrile group in the spectra of stabilized polymers (stab-PAN–PMA, Fig. 3C, stab-PAN–PBA, Fig. 3D, stab-CNO-PAN–PMA, Fig. 3E, and stab-CNO-PAN–PBA, Fig. 3F) disappeared as a result of intramolecular cyclization of the linear structure, which leads to the formation of a ladder polymer and cross-linking of the CN groups.48 New broad bands appeared in the region between 1630 and 1100 cm−1 that may indicate an oxidized N-doped graphitic structure formation.49 The wide band at a range of 1630–1600 cm−1 can be attributed to the stretching vibration of C
C and highly conjugated form of the carbonyl group (quinone groups)50 and at 1220 cm−1 to C–N stretching of aromatic amines in benzenoid units.49 Moreover, an additional band at about 1050 cm−1 can be assigned to C–O stretching in ethers or epoxides.51
Further thermal treatment in inert gas and at 800 °C leads to the characteristic signals of the ester groups to disappear, resulting in the depolymerization of PMA or PBA and the formation of pyrolyzed materials without CNOs (CNM-1 and CNM-2, Fig. 3C and D, respectively) or with CNOs (CNO–CNM-1 and CNO–CNM-2, Fig. 3E and F, respectively). After sulfur loading, no additional bands exist in the spectra of all carbon nanomaterials (CNM-1-S, CNM-2-S, CNO–CNM-1-S, and CNO–CNM-2-S, Fig. 3C and F).
This indicates the incorporation of sulfur in the polymeric skeleton, but it does not change the structure of CNM. Before thermal treatment a broad band at about 3400 cm−1 is present, which can be attributed to the stretching vibrations of O–H and N–H groups and their intra- and intermolecular hydrogen bonding.51,52
The Raman spectra of CNO and f-CNO (Fig. 3G and H) show several characteristic bands at approximately 1350 (D band), 1580 (G band), 2680 and 2920 cm−1 (overtone and combination bands).53,54 Most often, analysis of the intensity ratio of D and G bands (ID/IG), attributed to sp3 and sp2-hybridized carbon atoms, is used to characterize carbon graphitic materials and to confirm their further modifications.37,55 A decrease in the ID/IG ratio, from 1.3 for pristine CNO to 1.15 for f-CNO, is observed (Fig. 3H). The reaction between CNOs and CTA-N3 leads to the formation of aziridine rings and, consequently, changes the hybridization of carbon atoms from sp2 to sp3. Simultaneously, the number of sp2-hybridized carbon atoms increases due to the introduction of benzyl dithiobenzoate moieties.
In the mixing–melting–diffusion method, sulfur confines in pores with its allotropes and does not react with carbon structures to form carbon–sulfur bonds.40 Therefore, carbon nanomaterials before loading with sulfur were characterized by X-ray photoelectron spectroscopy (XPS) to analyze their elemental composition. The XP spectra revealed the presence of carbon, oxygen, sulfur, and nitrogen. No sulfur peaks from the end groups of copolymers were observed in the spectrum, which confirmed their elimination in the pyrolysis process. However, it should be noted that after the mixing–melting–diffusion process with sulfur, additional loading of this element was recorded by the XPS method (Table S6, ESI†). Surface analysis was performed for CNM-S-2, and the percentage of sulfur was about 3%. The distribution of elements was defined due to the deconvolution of the high-resolution spectral C 1s, N 1s, S 2p, and O 1s regions. Table S6 (ESI†) shows the percentage contents of elements (C, N, O, and S). Nitrogen atoms occur intrinsically in PAN, and their concentration is approximately 6.73–7.34%, while oxygen atoms were formed during crosslinking under an air atmosphere, and their content is 4.2–5.22%.
Five peaks dominate in the deconvoluted C 1s spectra: those that correspond to C
C sp2 at 284.4 eV, C–H sp3 at 285 eV, C–C sp3 at 285.6 eV, C–OH at 286.4 eV bonds of hybridized graphitic carbon56 and peak at around 283.9 eV are attributed to the defects in carbon structure (Fig. S10 and Table S7, ESI†).57 Other carbon peaks are in amounts less than 4% and can be attributed to carbon–oxygen single and double bonds in ether, ester, and acids (Table S7, ESI†).35
For the O 1s deconvoluted spectrum (Fig. S11 and Table S8, ESI†), the binding energies at 530.6 (± 0.2), 532.1 (± 0.2), 533.3 (± 0.2), and 535.0 6 (± 0.3) eV correspond to a highly conjugated form of carbonyl oxygen, such as quinone groups, phenolic C–OH,58 ether groups C–O–C59,60 and chemisorbed oxygen,61 respectively, which indicates a material highly rich in oxygen atoms. These deconvoluted peaks may be associated with functional groups observed in FTIR analyses (Fig. 3), such as quinone-type conjugated C
O at 1630 cm−1, ether C–O at 1050 cm−1, or –OH at 3400 cm−1.
The N 1s spectra were deconvoluted into four peaks verifying the existence of pyridinic nitrogen at 398 eV, pyrrolic nitrogen at 399.5 eV, graphitic nitrogen (quaternary nitrogen atoms coordinated in the graphene lattice in substitution of C) at 400.6 eV, and oxidized pyridinic oxide at 403 (± 0.1) eV (Fig. 4 and Fig. S11 and Table S9, ESI†).44 The N 1s spectra of CNO-based nanomaterials contain a slightly larger amount of graphitic N, which provides an additional electron to delocalized π-systems. The content of pyridinic and pyrrolic N species for all materials is high and amounts to 35–40% and 15–19%, respectively.
It should be noted that the percentage content of chemical species in the deconvoluted C 1s, O 1s, and N 1s spectra for all synthesized carbon nanomaterials is quite similar. The main differences in the intensity of some peaks are visible for CNMs with and without CNOs. In the O 1s spectra after the addition of CNO, the peak corresponding to conjugated C
O increased (from 5.7 to 20.6% for the PMA-derived material and from 7.6 to 24.2% for the PBA-derived one). In comparison, the peak assigned to C–O decreased (by an average of 15%).
In the S 2p spectrum (Fig. 4C), S 2p is deconvoluted into two peaks at binding energies of 163.7 and 164.9 eV that are assigned to S 2p3/2 and S 2p1/2.62 The characteristic S 2p peaks are assigned to S8 molecules, that are formed in the mixing–melting–diffusion process in mesoporous carbon materials.62 At higher energies of 167.8 and 168.9 eV, the deconvoluted peaks confirmed the presence of sulfates, the oxidized form of S 2p3/2 and S 2p1/2 (Table S10, ESI†).63
![]() | ||
| Fig. 5 SEM of CNM-1 and CNO–CNM-1 before and after thermal treatment, HRTEM of carbon nanomaterials, and STEM-EDX elemental map of CNO–CNM-1. | ||
SEM observations are conducted at the micro level, while the pores are only visible at the nanoscale. Therefore, high-resolution transmission electron microscopic (HRTEM) studies were performed to analyze the carbon materials (Fig. 5) and it was found that the structure was slightly graphitic.17
HRTEM confirmed the removal of poly(acrylic esters) and converting PAN–PMA or CNO-PAN–PMA into more porous carbon materials. All materials have uniformly distributed spherical cavities in the structure (Fig. 5). The carbon structure became increasingly ordered after the addition of CNOs.
Scanning transmission electron microscopy (STEM) combined with energy dispersive X-ray spectroscopy (EDX) was used to assess the type and arrangement of atoms constituting the synthesized materials (Fig. 5). STEM-EDX maps recorded after scanning the surface of CNO–CNM-1 show a uniform distribution of C and N atoms in the material, with a quantitative predominance of the former.
However, Fig. 5 denotes areas with high amounts of N (marked in purple) and the shaded regions that indicate a lack of N. The specific surface area (SBET) and textural parameters of CNM-1, CNM-2, CNO–CNM-1, and CNO–CNM-2 were calculated based on N2 adsorption measurements (Fig. 6 and Table 1). All recorded curves with noticeable hysteresis loop (Fig. 6A) represent type IV isotherms, indicating the dominance of mesopores (2–50 nm) in the series of synthesized materials.66,67 However, the difference in the hysteresis loop shape is observed in CNM-1 and CNM-2 structures, suggesting the different shapes of the pores in the materials. The isotherm corresponding to CNM-1 is characterized by the H2-type hysteresis loop, indicating the occurrence of cylindrical pores with an ink-bottle shape.66 The H3-type hysteresis loop observed in the course of the CNM-2 isotherm, in turn, proves the existence of wedge-shaped mesopores.66 The reason for these differences is the different lengths of poly(acrylic ester) chains involved in the backbone formation of each structure before their pyrolysis. Interestingly, a similar relationship was not observed between analogous CNO-containing materials. Isotherms recorded for CNO–CNM-1 and CNO–CNM-2 in both cases indicate the dominance of wedge-shaped pores.
| Material | S BET (m2 g−1) | S micro (m2 g−1) | S ext (m2 g−1) | Cumulative volume of poresc (cm3 g−1) | Average pore diameterc (nm) | C s (F g−1) |
|---|---|---|---|---|---|---|
| a Calculated using the t-plot method. b ext = external. c Calculated using the BJH method. | ||||||
| CMN-1 | 23 | 0 | 23 | 0.0194 | 22 | 8 |
| CMN-2 | 18 | 0 | 18 | 0.0164 | 57 | 5 |
| CNO–CMN-1 | 25 | 2 | 23 | 0.0234 | 12 | 9 |
| CNO–CMN-2 | 94 | 48 | 46 | 0.0420 | 6 | 32 |
The values of the specific surface area (SBET) of CNM-1, CNM-2, and CNO–CNM-1 (Table 1), determined from Brunauer–Emmett–Teller (BET) curves (Fig. 6B), are similar, and their values are within the range of 18–25 m2 g−1. A significant increase of SBET is observed for CNO–CNM-2 (94 m2 g−1), indicating that this material has different textural behavior. A t-plot analysis to assess the proportion of meso- to micropores confirmed that only for the CNO–CNM-2 system is the area occupied by micropores remarkable (Smicro = 48 m2 g−1) (Table 1). It suggests immobilizing longer PBA chains on the CNO-PAN surface that creates a micro-mesoporous structure. The micro-mesoporous behavior of CNO–CNM-2 is also confirmed by Barrett–Joyner–Halenda (BJH) (Table 1) and density functional theory (DFT) calculations (Fig. 6C). The average pore diameters of CNO–CNM-1 and CNO–CNM-2 decrease relative to the values for CNM-1 and CNM-2, respectively (Table 1). In contrast, their cumulative pore volume increases. The pore size distribution analysis also indicates the presence of both mesopores (Fig. 6C) and micropores (inset Fig. 6C) in the CNO–CNM-2 structure.
It should be emphasized that although longer PBA chains are present in the composite material during its formation, this polymer component is removed during pyrolysis. PAN intramolecularly cyclized during thermal treatment (stabilization and pyrolysis processes) of the diblock PAN–poly(acrylic ester) copolymer, transforming its linear structure into a cross-linked ladder structure. At the same time, acrylic esters are removed, forming pores in the materials. Therefore, carbon surfaces do not consist of acrylic (e.g., PBA) chains. However, the polymer's structure before heating was carefully studied, and the presence of acrylic parts was confirmed unambiguously by NMR and IR spectra (Fig. 3). Moreover, the covalent functionalization of CNO with a chain transfer agent was confirmed by Raman spectra, which proved that polymers are organized on the surface of CNO via a covalent C–N bond. The significant increase in SBET for CNO–CNM-2 is attributed to the better organization of polymer (that forms pores in the pyrolysis process) on the surface of CNO.
The four synthesized carbon–sulfur composites were used as positive electrodes in the Li–S batteries. The tested systems were labeled after the composites as CNM-1-S, CNM-2-S, CNO–CNM-1-S, and CNO–CNM-2-S. The discharge curves of all batteries (Fig. 7A) feature a voltage plateau at around 2.1 V. This value is generally attributed to the sulfur reduction to short-chain polysulfides (e.g., Li2S) through a rapid reduction of intermediate, higher-order polysulfides (Li2Sx where x ≥ 4).26 Since no other plateaus are distinguishable at higher voltages, it suggests that the encapsulation of sulfur in carbon hinders the diffusion of the soluble higher-order polysulfides to the electrolyte, which was noted by other reports as well.68 The cells with CNOs as a part of the electrode material exhibit longer and less steep voltage plateau, and they can deliver the discharge capacity of 81.4 and 96.8 mA h g−1 for CNO–CNM-1-S and CNO–CNM-2-S, respectively.
The CNO–CNM-2-S, with its 18.9% higher discharge capacity due to a higher sulfur doping, is a significant finding in our research. Similarly, the discharge capacity of sulfur-rich CNM-2-S equaled 80.1 mA h g−1, and it was 21.5% higher than that of CNM-1-S (65.9 mA h g−1). CNOs in the cathode material affected not only the shape of the Li–S batteries’ discharge profiles but also increased the discharge capacity to a similar extent as the sulfur content.
Comparing the battery pair with the same sulfur content (CNM-1-Svs.CNO–CNM-1-S and CNM-2-Svs.CNO–CNM-2-S), the ones with CNO–CNM nanomaterial supplied over 20% higher capacity than their CNM counterparts. The SBET values revealed that CNO–CNM-based materials possessed a more developed SBET. A greater surface area likely facilitated access to more electrochemically active sulfur for faradaic reactions.
The difference between the amount of charge supplied during charging and delivered upon discharging (Fig. 7B) was relatively low for all batteries, indicating a low irreversible capacity and high current efficiency. After assembly at the open circuit voltage (Fig. 7C), Nyquist plots of the Li–S batteries consisted of a semi-circle in the high-frequency region, followed by an inclined line at medium and low frequencies.
The semi-circle resistances slightly exceed 500 Ω for CNO–CNM-1-S and CNO–CNM-2-S, whereas they reach as high as 1200 and 960 Ω for CNM-1-S and CNM-2-S. In a charged state (Fig. 7D), two semi-circles appeared from high to low frequencies, followed by a bent line. Besides the real part of impedance ZRE (resistance) grew, while the imaginary part ZIM became much lower compared to the impedance spectra of the freshly assembled cells. The total resistance of the charged Li–S batteries ranged from 1330 Ω (CNM-2-S) to 2800 Ω (CNO–CNM-2-S). Such values are pretty high, although not uncommon for a charged state.69 Typically, though, the total resistance in the 100–250 Ω range would accompany the reversible cycling of Li–S batteries.70 The slightly overlapping semi-circles indicate that several parallel processes might occur (e.g., related to SEI formation on the anode and partial oxidation of polysulfides at the cathode).
O), 1165 (s) (C–O).
O), 1164 (s) (C–O).
O), 1167 (s) (C–O).
O), 1164 (s) (C–O).
Carbon nanomaterials were obtained in the following yields: CNM-1 from PAN–PMA copolymer 217 mg (57% weight loss); CNM-2 from PAN–PBA copolymer 204 mg (59% weight loss); CNO–CNM-1 from CNO-PAN–PMA copolymer 180 mg (64% weight loss); CNO–CNM-2 from CNO-PAN–PBA copolymer 169 mg (66% weight loss).
The addition of even a tiny amount of CNOs to CNMs influenced the shape of the discharge profiles of Li–S batteries and also increased the discharge capacity. The CNO-based nanomaterial battery provided over 20% greater capacity than CNM-1-S and CNM-2-S. Based on our results, using CNO as a platform in the simple and repeatable synthesis of PAN-based carbons opens up new design possibilities for the cathode material in Li–S batteries.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4ma01230e |
| This journal is © The Royal Society of Chemistry 2025 |