Abstract
The aim of this work was to prepare and characterize nanocomposites containing graphene from intercalated graphite. The graphene was produced by rapid thermal expansion using expandable graphite oxide or obtained commercially. The polymer used was poly(styrene-b-butadiene-b-styrene) (SBS). The SBS was dissolved in p-xylene and the graphene was ultrasonically suspended in the xylene solution. The morphology, dynamic mechanical, electrical, and thermal properties of composites were characterized. Graphene at 1% (w/w) (hydrogen atmosphere) was found to increase the storage modulus (68%) and loss modulus (147%) of the glassy state of polybutadiene in SBS. The damping factor of SBS was enhanced by 74% corresponding to the polystyrene phase of SBS using Cheap Tubes graphene. The composites were insulators at 1% (w/w). The styrene groups in SBS strongly adsorb onto the graphenes, preventing a percolation network that would enhance electrical permittivity. Graphene enhanced physical crosslinks of the polystyrene phase to increase the modulus at low concentration. Graphene dispersion using ultrasonic shear depended on π-π interactions between the aromatic rings of the solvent, graphene, and polystyrene. This is a simple, fast, cheap, and scalable way of making high-quality graphene and a new way of graphene dispersal in polymers.
1 Introduction
Graphene was first isolated in 2004 by Andre Geim and Konstantin Novoselov. They were awarded the 2010 Nobel Prize in Physics for this [1]. Since then, graphene has been the most cited substance in science. Graphene is a hexagonal matrix of carbon that looks like chicken wire but is only one atom thick. Graphene is the stiffest and strongest material yet discovered (tensile modulus of 1 TPa and ultimate strength of 130 GPa). It has a greater surface area (2630 m2/g) [2] and it is more electrically conductive (6000 S/cm) [3] than any other material. Graphene is impermeable to gases, resists high temperatures (estimated Tm=4900 K) [4], and is highly thermally conductive (5000 W/mK) [3]. However, the high price of graphenes, and thus availability for ready experimentation, hampers experimenters [4–6]. Keeping graphene sheets apart to utilize their unique properties is a secondary challenge.
Graphene can be produced either top down or bottom up. The bottom-up method involves either plasma deposition or chemical vapor deposition. The bottom-up methods require 300 million layers of graphene to make a stack 10 cm high. The top-down method (separating graphite into individual layers) is probably the one best suited to making large amounts of graphene. The main top-down method of creating graphene is chemical oxidation (Hummers method). However, oxidation methods result in a large number of defects in the graphene. One method to produce low defect graphene is the intercalation method (oxides are placed between graphite layers) [7]. This results in expandable graphite, which can be used to create low defect graphene. Graphene flakes created by this method still have sheets very close together. Ultrasonication has been used to separate graphite and create graphene flakes without further oxidation [8]. Thermally expanded graphene, while low defect, still has some oxides on its surface. Oxides on the surface of graphene can be removed. However, removing oxides often requires hazardous chemicals (hydrazine). An alternative is to use an inert gas or a reducing gas. The most common method of dispersing graphene in a polymer is by functionalization. Functionalization requires the creation of defects. The creation of defects can be avoided by using π-π interactions [9] to disperse graphene [10]. Thus, a low defect graphene can be retained in the final product and more of the potential of graphene can be utilized.
The aim was to prepare and characterize nanocomposites containing graphene from intercalated graphite, characterize their structure, and evaluate their electrical properties and response to modulated force and temperature.
2 Materials and methods
2.1 Materials
Graftech (GT) 220-50N expandable graphite (OH, USA) and Cheap Tubes (Vermont, USA)/HDPlas (CT) >700 m2/g nano-platelets (grade 4), 1–2 μm diameter, <3 nm, 1–3 layers (two different materials denoted #1 and #2). Poly(styrene-b-butadiene-b-styrene) (SBS) was from Aldrich (New South Wales, Australia), CAS 9003-55-8. p-xylene was from Merck (Victoria, Australia). 10 g graphite 5 g KClO3 (2:1) [11–14]. Sodium hydroxide (NaOH) from Chem Supply Pty Ltd. (South Australia, Australia). Iron(II) chloride tetrahydrate (FeCl2·4H2O) and iron(III) chloride hexahydrate (FeCl3·6H2O) were obtained from BDH Chemicals (Queensland, Australia).
2.2 Preparation of nanocomposites
GT (in 1 g amounts) was expanded for 30 s in a furnace preheated to 1000°C to create expanded graphite oxide (EGO). The EGO was heated in a ceramic tube furnace at 1000°C for 8 h in an inert atmosphere of 100% nitrogen. A second EGO sample was heated at 1000°C for 8 h in a reducing atmosphere of 5% hydrogen and 95% argon. The production method, surface coating, and supplier of graphene are summarized in Table 1.
Graphenes summarized by production method, surface coating, and supplier.
| Material | Step 1 | Step 2 | Step 3 | ||||
|---|---|---|---|---|---|---|---|
| Temp (°C) | Time (s) | Temp (°C) | Time (h) | Gas | Ultrasonication (min) | Surface | |
| GT 220-50N | 1000 | 30 | – | – | – | 10–20 | – |
| GT 220-50N | 1000 | 30 | – | – | – | 30 | Fe3O4 |
| GT 220-50N | 1000 | 30 | 1000 | 8 | 100% N2 | 10–20 | – |
| GT 220-50N | 1000 | 30 | 1000 | 8 | 95% Ar, 5% H2 | 10–20 | – |
| Cheap tubes | – | – | – | – | – | 10–20 | – |
2.3 Preparation of magnetic-grafted graphene
FeCl2·4H2O and FeCl3·6H2O (molar ratio 1:2) were dissolved into 100 ml deoxygenated water (with constant stirring for 30 min). EGO was added to the Fe2+/Fe3+ solution and dispersed with ultrasonication for 30 min under N2. The solution was stirred at room temperature for a further 30 min. While stirring, NaOH was added dropwise to precipitate the magnetite particles onto the graphene. The black precipitate was magnetically isolated and solution decanted. The magnetite-coated graphene was washed repeatedly with water and dried in a vacuum oven at 35°C for 24 h. SBS (1 g) was dissolved in xylene (10 ml) by standing overnight at 23°C. Graphenes 1% (w/w) were ultrasonicated in xylene (∼2 ml) for 10–20 min. Ultrasonication was used to further increase surface area of the graphenes by layer separation. SBS and graphene solutions were combined and ultrasonicated (to disperse graphene) as shown in Figure 1A and B. Ultrasonication was carried out with a Sonics Autotune series high-intensity Ultrasonic Processor Model GEX 500 (power 500 W) with a frequency of 20 kHz. Amplitude used was 25% for 20 min. Composites were precipitated with methanol, dried, and consolidated in a heated press at 155°C and 6 t pressure. A small round mold of ∼4.2 mm diameter and 0.5 mm thickness was used with polytetrafluoroethylene (PTFE) sheets on both sides. The sheets were sandwiched between metal plates. The mold was ∼30% overfilled to force out bubbles and holes.

(A) SBS dissolved in xylene with graphene in dispersion using π-π interactions and (B) SBS-graphene π-π interaction that kept graphene dispersed evenly.
2.4 Characterization
Electron microscopies were used to characterize surface morphology. For the Philips XL30 scanning electron microscope (SEM), graphene was mounted on conductive carbon tape and high vacuum mode was used (∼1.2×10-5 mbar). The Quanta 200 SEM was used in low vacuum mode with the SBS mounted upright on right angled aluminum mounts on conductive carbon tape. The SBS was fractured while held in liquid nitrogen. For the JEOL 1010 transmission electron microscope (TEM), 4 mg graphene was suspended in 3 ml N-methyl-2-pyrolidone (NMP) and further dispersed with 10 min ultrasonication. A drop of suspended graphene was placed on GYCU200 Holey support film (200 mesh copper grids). The solvent was left to evaporate for 1 h before imaging. Raman spectroscopy was used to measure inelastic scattering in the graphene. A Perkin-Elmer Raman Station 400F 785 nm 250 mW and spot size 100 μm was used. One hundred twenty scans of 1 s were carried out. The graphenes were compressed in a press (9 t for 5 min) to obtain a stronger response. Wide-angle X-ray scattering (WAXS) was employed to determine any change in crystalline structure of the graphene. The instrument used was a Bruker D8 Advance diffractometer X-ray diffraction (XRD; Cu Kα radiation with λ=0.154 nm). The films were placed on a sample holder and analyzed using a 1 μm slit. The diffractograms were scanned in the 2θ range from 10° to 90° at a rate of 2°/min. Thermogravimetry was employed to determine thermal stability of SBS using a Perkin-Elmer TGA-7. A ∼2 mg mass of the SBS composite was analyzed in an open platinum pan. The sample was heated from 30°C to 850°C at 20°C/min in nitrogen at 20 ml/min. At 700°C, the gas was switched back to air at 20 ml/min. Mechanical force thermomechanometry (mf-TM) was used to measure viscoelastic properties with frequency and temperature. Measurement was carried out with a Perkin-Elmer Diamond Dynamic Mechanical Analysis (DMA). A standard target position of 10 mm, temperature range of -120°C to 120°C, and frequencies of 0.5, 1, 2, 5, and 10 Hz (only 1 Hz is reported) were used. Electrical conductivity was measured with a HP 4192A impedance analyzer. A clamp with two 1.2 cm circular electrodes was used to measure electrical capacitance.
3 Results and discussion
3.1 Microscopy
Graphene was produced by rapid thermal expansion and compared with a high-quality commercial graphene (CT). The graphene was dispersed in SBS using π-π interactions (Figure 1) to prevent agglomeration. Figure 2A shows the SEM image taken at low resolution (80×) to demonstrate the worm/accordion-like expansion that is typical of thermally expanded graphene. A TEM image that demonstrates the effect of ultrasonication on the sample (increased exfoliation and decreased width) is shown in Figure 2B. Two SEM images were taken at 20,000× magnification allowing easy comparison. Figure 2C shows long folds of carbon joined at the edges in an accordion-like fashion: expanded graphite looks like this prior to ultrasonication or compression. Figure 2D shows that a commercial graphene (CT) of one to three layers is comparable in thickness but has much smaller particle size. SBS was compared with and without graphene at 1000× magnification; neat SBS (Figure 2E) shows regular straight ridges with small fracture marks. SBS with GT 1000°C 30 s graphene (Figure 2F) shows irregular fracture marks and straight breaks suggesting reinforcement. SBS with H2 reduced graphene (Figure 2G) shows irregular fracture marks and straight breaks, which are less pronounced suggesting finer reinforcing.

SEM image of (A) GT N2 500 μm 80× showing worm/accordion-like expansion 20,000× (2 μm), (B) TEM image of GT 1000°C 30 s with ultrasonication, and SEM images of (C) GT N2 (inert gas to remove oxides), (D) CT#1 >700 m2/g and 1000×, (E) SBS neat, (f) SBS-1000°C 30 s, and (g) SBS-H2 reduced graphene.
3.2 Vibrational spectroscopy
Raman spectroscopy is the most convenient way of characterizing graphenes. Raman spectroscopy records vibrations of covalent bonds in molecules. It is sensitive to changes in polarizability (stretching and deformation) rather than dipole moment as with infrared spectroscopy. It is most sensitive to symmetrical bonds and slight changes in bond angle or strength. Raman spectroscopy is particularly sensitive to the phenomenon that breaks the symmetry of sp2 carbons [15]. Raman spectra (Figure 3) show significant peaks at ∼2654, ∼1582, and ∼1316 cm-1 (2D, G, and D bands).

(A) Raman spectra showing highest to lowest at the D peak (smoothed using 15-point moving average), (B) comparing D peak intensity of graphene produced using four different methods (intensities compared using unsmoothed data), and (C) graphene edges zigzag and armchair.
3.2.1 2D peak
The 2D peak is the second order of the D (Defect) peak. Strain, intercalants, and charged impurities have a strong influence on 2D peaks. A single 2D peak indicates single-layer graphene [16]. CT#1 graphene showed a clear single-layer 2D peak at 2654 cm-1, indicating a single-layer graphene. The 220-50N graphenes gave much smaller 2D peaks: (1) CT#1 (highest), (2 100%) N2, (3) 5% H2, and (4) 1000°C 30 s (lowest).
3.2.2 D peak
The D peak occurs when there are defects in the graphene matrix. Defects can include edges, grain boundaries, vacancies, implanted atoms, and a change from sp2 to sp3 carbon bonding [17]. Defects that do not generate a D peak include perfect zigzag edges, charged impurities, intercalants, and uniaxial/biaxial strain [16]. Armchair edges are a major source of defects [15]. Defects are often introduced as a way of functionalizing a graphene. Using π-π interactions for dispersion avoids the introduction of new defects. Defects will adversely affect performance and will limit the uses of graphene. Defects are of particular relevance to applications that require pristine graphene. Any method of decreasing defects in graphenes is noteworthy. The CT >700 m2/g graphene showed a peak in the D band at 1316 cm-1, whereas the 220-50N-based graphenes showed smaller D peaks (Figure 3). The order of these smaller D peaks corresponds to the amount of processing carried out on the 220-50N: (1) air (highest), (2) N2 inert gas, and (3) H2 reducing gas (lowest). However, these data cannot be compared quantitatively. The D/G ratio is used instead (Figure 4).

Raman spectra comparing the D/G ratio of graphene produced using four different methods (ratios compared using unsmoothed data).
3.2.3 G peak
The G band has been shown to correlate with the number of layers in graphene [3]. Single layers are indicated by an increase in Raman shift. Double or multiple layers (graphite) are indicated by a decrease in Raman shift. The CT graphene showed a G peak at 1580 cm-1 (Figure 5). The GT-based graphenes showed peaks between 1580 and 1582 cm-1. If the CT graphene is single layer (as determined by the 2D peak), then the GT graphenes also contain single layers (as indicated by the G peak).

Raman spectra comparing the G peak position of graphene produced using four different methods.
3.2.4 D/G ratio
The D/G ratio can be used to measure defects more precisely than the D peak size alone [18]. A high D/G ratio indicates more defects. In Figure 4, (1) the GT produced in air had the highest D/G ratio (most defects), (2) the commercial CT had the second highest ratio, (3) the N2-treated GT had a lower ratio, and (4) the H2 reduced GT had the lowest ratio (least defects). These are all very low ratios and correspond to large distances between defects (∼14 nm), i.e., low defect graphene [15, 19]. The low ratios are typical of zigzag edges, which give low defect peaks [19].
3.3 Mechanical properties
Graphene at 1% (w/w) in SBS was found to increase the tensile storage modulus by 68% (Figure 6A) and reduce the damping of SBS elastomer. It is seen in Figure 6B that energy absorption (loss modulus) at the lower temperatures is increased by 147%. Pure SBS has the lowest absorption and GT in 5% H2 (a reducing atmosphere) had the highest energy absorption. The improvement plateaued at approximately -100°C at just under 2.5 GPa (compared with ∼1.9 GPa for SBS). CT#2 graphene enhanced the SBS damping (tan(δ)) at 25°C 74% (SBS v’s CT#2 Figure 6C). Styrene had the greatest effect at higher temperatures (strength and rigidity). The styrene π-π bonding with graphene enhanced the damping dramatically when using any graphene. The GT-Fe3O4 performed poorly because it had a graphene mass fraction of only 15% (established using TGA). However, the π-π bonding between the CT graphenes and styrene appeared to be stronger than that of the 220-50N based graphenes, suggesting that smaller size (CT) might be an important performance feature. Graphene enhanced styrene phase physical crosslinks increasing the modulus at low concentration. Graphene dispersion gave strong interactions with the polymer to stabilize the dispersion against agglomeration.

DMA of graphene-SBS composites: (A) storage modulus, (B) loss modulus, and (C) tan(δ).
3.4 WAXS
SBS-graphene composites display a series of well-resolved diffraction peaks superimposed on an amorphous background (Figure 7A). The peak of maximum intensity at 2θ∼26.56° is attributed to graphene [20] that corresponds to the 002 reflection (plane in crystal) of graphene [21] and is the characteristic peak of pure graphite [20]. Pure SBS has an amorphous halo at 2θ∼19.60° [22]. The diffraction patterns were similar for all SBS-graphene composites differing only in intensity. It was reported that an Fe3O4 composite can be differentiated from graphene by differing diffraction angles [21]. The tallest peak within the area of maximum intensity was the CT graphene, whereas the pure SBS had no peak.

(A) Diffractogram: relative intensity versus scattering angle of SBS-G/graphene composites (listed in order of peak intensity) and (B) graphenes (in SBS) versus peak (002) intensity.
Each reflection is from a particular diffraction plane in the crystal. Therefore, the sample with the greatest intensity for the 002 plane displays a preference for this crystal orientation (Figure 7B). The order of this preference is from highest to lowest: (1) CT graphene, (2) GT 1000°C 30 s (least processed), (3) GT N2 (an inert gas), (4) GT H2 (a reducing gas), and (5) GT Fe3O4. As single-layer graphene will have no layer stacking, the reducing intensity of the (002) peak implies a move toward single-layer graphene.
The Bragg law equation d=nλ/2sinθ was used to calculate the distance between graphene layers (Figure 8). The spacing of the graphenes at the 002 crystal orientation suggests that the CT graphene has the smallest distance between layers. The CT graphene shows a greater variation than any other graphene (although the variation is small ∼0.5%). The greatest distance between layers is for the composite with the minimally treated 220-50N (1000°C 30 s) and the graphene treated in the inert gas (N2). Between the two ranges were the graphene treated in the reducing gas (H2) and the graphene with Fe3O4 on its surface.

Graphenes (in SBS) versus distance between graphene layers.
3.5 Thermal stability
TGA shows that degradation for all the SBS-graphene composites starts at ∼350°C and is completed by ∼475°C (Figure 9). SBS with GT Fe3O4 and 1000°C 30 s decompose at the lowest temperature (466°C) and SBS with N2 graphene is furthest right showing slightly more heat resistance (478°C). Pure SBS and SBS with H2 reduced graphene and with CT graphene had an intermediate temperature of degradation (474°C). Often when multiple components are present (polystyrene, polybutadiene, and graphene), a TGA curve will show three deflections (this one does not). Thus, adding graphene to SBS can slightly decrease the heat resistance of SBS (Fe3O4 or 1000°C 30 s) or slightly enhance it (N2). However, minor changes in degradation temperature are desirable, as SBS already has a fairly high temperature of degradation, that is, low heat resistance makes molding, disposal, and reprocessing easier.

TGA mass v’s temperature with first derivative of SBS and graphene (1%) composites created with GT and CT (listed in order of temperature of decomposition).
3.6 Conductivity
Composite capacitance varied between 215 and 267 pF/cm with pure SBS 217 pF/cm (virtually unchanged). Composite resistivity (30.5 MΩ cm) did not improve significantly with the addition of graphene at 1% (27.0–29.8 MΩ cm) (Figure 10). Graphene and SBS were compatible due to π-π interactions between their aromatic groups resulting in uniform dispersion. Styrene in SBS is a dispersed phase in a continuous butadiene phase, so graphene surrounded by styrene would not form a percolation network to enhance conductivity. High aspect ratio fillers such as graphene are known to decrease percolation thresholds, and in a polyethylene-graphite composites, it was estimated that the interparticle spacing had to be ∼1.2 nm before conductivity was achieved [23].

Capacitance versus SBS-graphene composites (measured at 11 kHz AC).
3.7 Surface modification
Graphene sheets readily aggregate. So to retain the high surface area and other unique properties of graphenes, they were functionalized with Fe3O4. The randomly distributed magnetic nanoparticles on the surface and edges of graphene make both surfaces of graphene readily accessible and facilitate a homogenous dispersion in a polymer. Fe3O4 nanoparticles also aid in the exfoliation of graphene.
DMA showed that SBS with GT-Fe3O4 (1%) storage modulus was higher than SBS but lower than other types of graphenes in SBS. Loss modulus showed that SBS with GT-Fe3O4 was only superior to SBS with CT#1 and plain SBS. tan(δ) showed that GT-Fe3O4 was superior to GT treated in an inert environment and SBS. WAXS showed that SBS with GT-Fe3O4 had a peak intensity (653) at 26.56°, which was the lowest of all graphene samples (suggesting more single-layer graphene). Interlayer spacing at 26.56° was not affected (0.3354 nm) and was the same as other GT graphenes. TGA showed that SBS with GT-Fe3O4 had the highest temperature of decomposition (a slight increase in temperature resistance). Conductivity testing showed that capacitance of SBS with GT-Fe3O4 was 219 pF/cm, which was higher than SBS but lower than all other GT and CT graphenes (except GT-N2, which was lower than SBS). Thus, overall measured SBS properties were less enhanced by GT-Fe3O4 graphene than other graphenes. Only 15% of the mass fraction of GT-Fe3O4 was graphene (established by TGA), which explains why its performance was lower than expected. Other properties of interest include magnetism, which will be subsequently reported.
4 Conclusion
Graphene was prepared by rapidly heating graphite oxide, preferably in a reducing atmosphere (H2) to decrease the content of oxidised groups. The graphene was dispersed by sonication in the aromatic xylene and formed a composite with SBS due in part to the aromatic styrene content that could adsorb onto graphene and stabilize the dispersion. Graphene at 1% (w/w) (reduced in H2) was found to increase the tensile storage modulus (68%) and loss modulus (147%) of the glassy state of polybutadiene in SBS. The damping factor of SBS was enhanced by 74% at the tan(δ) peak corresponding to the polystyrene phase of SBS using CT >700 m2/g graphene at 1% (w/w). The SBS graphene composites were insulators at 1% (w/w). The styrene groups in SBS isolate the graphenes preventing a percolation network that would enhance electrical permittivity (a feature of graphenes). Graphene enhanced physical crosslinks of the polystyrene to increase the modulus at low concentration. Graphene dispersion using ultrasonic shear depended on π-π interactions between the aromatic rings of the solvent, graphene, and polystyrene to disperse the graphene in the polymer and stabilize the dispersion against agglomeration. These results demonstrate that a high-quality graphene can be created using thermal expansion (a cheap and rapid method). They also demonstrate that π-π interactions can be used to disperse graphene highly successfully. This type of solvent mediated π-π dispersion method has not been reported in literature previously.
Acknowledgments
The authors acknowledge the facilities and the scientific and technical assistance of the Australian Microscopy and Microanalysis Research Facility at the RMIT University Microscopy and Microanalysis Facility. Consultant: Associate Professor Trevor Rook.
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Artikel in diesem Heft
- Frontmatter
- Original articles
- Study on preparation and humidity-control performance of organobentonite/sodium polyacrylate composite material
- Preparation of graphene and inclusion in composites with poly(styrene-b-butadiene-b-styrene)
- Preparation and properties of LGF/ER/TPU/PMMA composites
- Effect of Ce2O3 on microstructures and oxidation resistance of laser melting deposited composites on a Ti alloy
- Stress concentration around a central hole as affected by material nonlinearity in fibrous composite laminated plates subject to in-plane loading
- Vibration of functionally graded carbon nanotube-reinforced composite plates under a moving load
- Dynamics of a generally layered composite beam with single delamination based on the shear deformation theory
- Fabrication and mechanical properties of ultrafine structured dissimilar laminated metal composite sheets (LMCS)
- Influence of cutting parameters during drilling of filled glass fabric-reinforced epoxy composites
- Investigation of experimental study of end milling of CFRP composite
- Soft computing techniques for compressive strength prediction of concrete cylinders strengthened by CFRP composites