Muhammad Rama Almafie1,2, Leni Marlina1, Riyanto Riyanto3, Jaidan Jauhari4,2, Zainuddin Nawawi5, Ida Sriyanti1,2. 1. Physics Education, Universitas Sriwijaya, Palembang-Prabumulih Street KM.32, Indralaya 30662, ID, Indonesia. 2. Laboratory of Instrumentation and Nanotechnology Applications, Universitas Sriwijaya, Palembang-Prabumulih Street KM.32, Indralaya 30662, ID, Indonesia. 3. Biology Education, Universitas Sriwijaya, Palembang-Prabumulih Street KM.32, Indralaya 30662, ID, Indonesia. 4. Department of Computer Science, Universitas Sriwijaya, Palembang-Prabumulih Street KM.32, Indralaya 30662, ID, Indonesia. 5. Department of Electrical Engineering, Universitas Sriwijaya, Palembang-Prabumulih Street KM.32, Indralaya 30662, ID, Indonesia.
Abstract
Energy storage and modern electronics industries are in essential need of high dielectric and highly flexible materials. In this study, polyacrylonitrile and reduced graphene oxide (PAN/GO) were prepared by electrospinning. The composite morphology produced a homogeneous, smooth, and flexible surface with high tensile strength and durability. The diameter of the fibers in the composite mats ranged from 232 to 592 nm. The X-ray diffraction pattern recording displayed a sharp peak characteristic centered between 20 and 30° angles with a maximum degree of crystallinity of 86.23%. The evaluation of the Fourier-transform infrared spectrum indicated the interaction between GO and PAN through hydrogen bonds. The differential scanning calorimetry measurements confirmed that GO acted as a nucleating agent that improves the thermal stability of the composite. The dielectric properties exhibited the relative permittivity of the composite of 86.4 with a dielectric loss (tan δ) of 4.97 at 102 Hz, and the maximum conductivity was achieved at 34.9 × 10-6 Sm-1 at high frequencies.
Energy storage and modern electronics industries are in essential need of high dielectric and highly flexible materials. In this study, polyacrylonitrile and reduced graphene oxide (PAN/GO) were prepared by electrospinning. The composite morphology produced a homogeneous, smooth, and flexible surface with high tensile strength and durability. The diameter of the fibers in the composite mats ranged from 232 to 592 nm. The X-ray diffraction pattern recording displayed a sharp peak characteristic centered between 20 and 30° angles with a maximum degree of crystallinity of 86.23%. The evaluation of the Fourier-transform infrared spectrum indicated the interaction between GO and PAN through hydrogen bonds. The differential scanning calorimetry measurements confirmed that GO acted as a nucleating agent that improves the thermal stability of the composite. The dielectric properties exhibited the relative permittivity of the composite of 86.4 with a dielectric loss (tan δ) of 4.97 at 102 Hz, and the maximum conductivity was achieved at 34.9 × 10-6 Sm-1 at high frequencies.
Energy storage devices
offer an effective solution in overcoming
mismatches of and improve the flow of energy between supply and demand.[1,2] To facilitate these conditions, several renewable energy sources
were developed, such as bioenergy,[3,4] marine,[5] hydrogen,[2] and fuel
cells[1] and capacitors.[6,7] The
capacitor in particular is the most popular electricity storage for
its high power density and high electric energy charge–discharge.[8,9] This condition is closely related with the material offering the
best performance, one of which is the dielectric material. Ideally,
the dielectric material has high relative permittivity (ε′)
and low dielectric loss (tan δ) as the determining factor in
increasing energy storage capability.[10,11] Therefore,
in recent years, people have been looking for alternative materials
that have better and more flexible dielectric properties. This is
important to support the development of the electronic trend toward
the manufacture of flexible devices, such as flexible screens, flexible
cell phones, and wearable devices.The previously developed
approaches that improve the dielectric
properties of materials have introduced certain materials having high
dielectric properties into polymer composites,[12] incorporating ceramic filler materials with intrinsically
high permittivity into the polymer matrix,[13] integrating conductor filling materials into polymeric matrices
with metals[14] and semiconductors[15,16] based on the principle of percolation and have also introduced the
carbon-based materials.[17] Graphene is a
carbon-based material that can be exploited to increase the relative
sensitivity of polymers.[18] This carbon
allotropy provides outstanding mechanical, electrical, and thermal
features. Graphene oxide nanosheets anticipate the increase of the
electrical conductivity of polymers by creating a conductivity network
close to the percolation threshold while maintaining reasonable processability
of the original polymer matrix.[9]Graphene oxide is employed constantly by researchers to increase
the relative permittivity of polymers at very low concentrations.[19] In addition, the graphene oxide geometry with
its 2D structure and high ratio has helped to modify the polymer matrix
structure and facilitate the development of microcapacitors in the
composites, resulting in high permittivity, smooth processing, and
lightweight.[20,21] Fazil et al. (2019) reported
that polyimide composited with graphene oxide can increase the permittivity
of the material.[22] In a similar study,
Feng et al. (2021) reported that graphene in polythiocarbonate could
increase the permeability of the composite. Inversely, the presence
of graphene in polythiocarbonate decreased its dielectric loss.[23] Despite their outstanding performance when tested
in their flexibility range, pure graphene or graphene oxide still
shows limited buckling ability when subjected to narrow curvature
or high mechanical deformation.[24,25]Nanofiber composites
can be used as a flexible candidate material
for applications as electrode capacitors. Graphene oxide can be loaded
into the nanofiber composites. The study of Sha et al. (2022) has
succeeded in fabricating a flexible PVDF-co-hexafluoropropylene (PVDF-HFP)
nanofiber membrane using the electrospinning method.[26] Another study has also reported that nanofiber membranes
of lignin have been successfully fabricated with a diameter of 539
nm for flexible supercapacitors using polyacrylonitrile (PAN) also
using the electrospinning method.[27] Edikresnha
et al. (2019) have also successfully loaded glycerin and garlic extract
into the PVP/CA nanofiber with a similar electrospinning method. The
developed nanofiber had an average diameter of 797 nm, good mechanical
strength, and was flexible enough for wound dressing applications.[28] The electrospinning technique is simple, adaptable,
cost-efficient, and versatile. Additionally, it is easy to control
the diameter, composition, morphology, and the flexibility of the
produced nanofibers or membranes. The electrospun nanofibers feature
many superior characteristics, such as high surface area to volume
ratio and superior thermal and mechanical properties.[29] Due to these superior properties, nanofibers have been
widely applied in biotechnology,[30] biomedical,[31,32] tissue engineering,[33] drug delivery,[34−36] filters for fluids,[37] and energy storage[38] applications. In addition, the electrospinning
method also allows the production of nanofibers from various polymers.[39−41]The choice of polymer or blend of polymers affects the formation
of nanofiber membranes as well as their performance and flexibility.
Some commonly used polymers are poly(3,4-ethylenedioxythiophene) (PEDOT),[42] polypropylene (PP),[43] polypyrrole (PPy),[44] and PAN.[45] PAN is an electrically conductive polymer studied
intensively as a binder for electrode capacitors or supercapacitors.
PAN also offers several favorable features, including easy integration,
high flexibility, and conductivity (ferroelectricity and piezoelectricity).[46] These features allow PAN to form long-linked
imine chains through polymerization of nitrile groups.[47] Another advantage is its broad use as a composite
matrix in the manufacture of nanofiber membranes for its easy chemical
interaction either as a pure polymer filler or other copolymer materials.[45] PAN is also widely found for various applications
such as for biosensors, textiles, and corrosion protection.[48] The performance of graphene oxide from graphite
can be increased by incorporating it into PAN nanofiber composites.
The synergistic effect of carbon-based materials and conductive polymers
in nanofiber composites has recently been shown to intensify the permeability
of nanofiber membranes and reduce electric loss and flexibility.[49] Therefore, graphene oxide nanofiber composites
from graphite and PAN are promising materials to improve dielectric
properties and flexibility. In this research, graphene oxide/PAN composite
fibers were produced with varying graphene oxide content. The flexible,
morphology, and physicochemical properties were then investigated.
Dielectric properties were also analyzed.
Research Method
Preparation of Materials
PAN (MW
1,50,000 kg mol–1) and N,N-dimethylformamide (DMF, assay 99.0% min) were, respectively,
purchased from Sigma-Aldrich (Singapore) and Merck (USA). Meanwhile,
graphite (Powder 99.9%), distilled water, HCl (6 N), urea, iron (III)
chloride (FeCl3), and N2 gas were obtained from
Bratachem (Indonesia). All reagents were of analytical grade and used
as received without further purification.
Preparation of Graphene Oxide and Synthesis
of Nanofiber Membrane
Graphene oxide was synthesized from
graphite. The method and procedure of producing graphene oxide were
identical with the method and procedure of producing graphene oxide
from palm kernel shells.[8] Furthermore,
to create nanofiber membranes using the electrospinning method, the
precursor solution was made by dissolving PAN 10% w/w into DMF solvent
and graphene oxide from graphite. The weight of the graphene oxide
dissolved varied, such as 0.04, 0.14, and 0.24 g, respectively. Each
precursor solution to produce nanofibers, as given in Table , was labeled as GN1, GN2, and
GN3. In order to achieve a homogeneous and black solution, each material
was mixed on a hotplate-magnetic stirring (Therumo Sci., Japan) at
a temperature of 80 °C and at a constant speed of 200 rpm for
24 h. The electrospinning apparatus (Nanolab ES/DS 106, Malaysia)
was used to synthesize nanofibers from the precursor solutions. The
precursor solutions (GN1, GN2, and GN3) were transferred into a 10
mL syringe (Terumo, Japan) equipped with a 21-gauge needle with 0.80
mm inner diameter. The solution was dispensed with a syringe pump
at a constant flow rate of 4 mL per hour. The parameters of the electrospinning
were 12 kV high voltage, 8 cm gap distance of 20 cm, and 300 rpm of
fiber rotation. The temperature and humidity of the controlled chambers
were kept at 25 °C and 40–50%, respectively.
Table 1
Mass of PAN and Graphene Oxide for
the Electrospinning Process
precursor
solution
PAN (w/w)
GO (g)
GN1
10%
0.04
GN2
10%
0.14
GN3
10%
0.24
Characterization
The graphene oxide
morphology was observed using a transmission electron microscope (HT7700,
USA), and the morphology of graphene oxide was investigated using
scanning electron microscopy (SEM) (Vega 3 Tescan, Japan) with the
excitation voltage of 10 kV and an optical magnification of 10,000
times. The results were declared in mean ± standard deviation
(SD). Statistical differences between groups were analyzed using one-way
ANOVA followed by Tukey’s HSD (honestly significant difference)
post hoc test.[56] This statistical test
employed IBM SPSS 20 software (IBM, USA) to determine a significant
difference with the confidence level higher than 95% (p < 0.05).[56] The presence of functional
groups and intermolecular interaction were identified by using a Fourier
transform infrared (FTIR) spectroscope (Thermo Nicolet iS10, Japan).
The crystal structure of composite nanofibers was recorded using X-ray
diffraction (XRD) (Rigaku MiniFlex 600, Japan). Tensile strength and
Young’s modulus of all the nanofibrous mats were investigated
by the grab and strip method using a FAVIGRAPH tensile tester (Textechno
H. Stein GmbH & Co, Germany). Samples 3–20 mm in size with
the same thickness were clamped on both sides of the tool and then
were pulled at a speed of 20 mm per minute. Furthermore, the load
cell was 100 cN and the gauge length was 10 mm. The level of extension
and the length of measurement were identical to the previous experiment.[50] The maximum tensile strength (UTS) was indicated
by the highest stress point on the curve, whereas Young’s modulus
was calculated from the ratio of the stress over strain for the linear
portion of the curve. The dielectric properties were analyzed using
dielectric spectroscopy (Hioki 3532-50 LCR HiTester, Japan). The diameter
of the nanofiber sample was about 8 × 8 × 4 mm which was
placed between two parallel electrodes. The measurements were conducted
at room temperature, voltage amplitude 1.4 V, and frequency range
of 50–500 kHz.
Results and Discussion
Morphology of GO and Nanofiber Mats
Graphene oxide (GO) from graphite was formed through the pyrolysis
process. The formation was mainly due to the effect of temperature
increase from 700 to 900 °C. This result is the same as our previous
study report.[8] The morphology of graphene
oxide from graphite is shown from SEM and transmission electron microscopy
(TEM) results in Figure a,b. The wavy morphology of GO is caused by the bending of the 2D
sheet, which results in a more thermodynamically stable tangled structure.[8,51] In addition, the buildup of GO was reduced due to the exfoliation
of the graphite structure. The oxidant-reduction of graphene is in
line with the data of the EDX spectrum shown in Figure c. As expected, the oxygen peak in graphene
oxide was only 6.96% and carbon peak was 87.8%.
Figure 1
(a) SEM, (b) TEM, and
(c) EDX of graphene oxide from graphite.
(a) SEM, (b) TEM, and
(c) EDX of graphene oxide from graphite.Figure a displays
the PAN and PAN solutions with different graphene oxide contents.
The three neat solutions are black in color and homogeneous. They
do not clog on the tip of the nozzle, although they have high viscosity
and fast solvent evaporation. Figure b exhibits the pure PAN membrane and the GN1, GN2,
and GN3 nanofiber composites. The membranes have a smooth surface
and are black in color, which corresponds to the color of the solution
prior to the electrospinning process. Nanofiber membranes can be bent
to a radius of 1 cm (Figure c,d), indicating the flexibility of the membrane and it is
explained in more detail in mechanical analysis. The obtained nanofibers
were stored in a dry cabinet with a temperature of 30° and a
relative humidity of 50%.
Figure 2
(a) Pure PAN solution and PAN solution containing
graphene oxide,
(b) pure PAN membrane and GN1, GN2, and GN3 nanofiber composites,
membranes with (c) longitudinal and (d) transverse positions. Photograph
courtesy of Muhammad Rama Almafie. Copyright 2022.
(a) Pure PAN solution and PAN solution containing
graphene oxide,
(b) pure PAN membrane and GN1, GN2, and GN3 nanofiber composites,
membranes with (c) longitudinal and (d) transverse positions. Photograph
courtesy of Muhammad Rama Almafie. Copyright 2022.
SEM Micrographs
The morphology of
the electrospun fibers is usually in the form of fine fiber, bead
fiber, and simple fiber. In this study, the morphology of the fibers
was investigated from three different precursor solutions. The three
PAN fibers loaded with graphene oxide had a uniform shape and were
free of beads as shown from the SEM results in Figure . The uniform fiber morphology formation
indicated sufficient polymer concentration in the precursor for the
electrospinning process. At a concentration of 10% w/w a PAN with
a molecular weight of 1,50,000 kg mol–1 can produce
a perfect membrane without fiber beads.[52] While Samadian et al. (2017) in their study reported that PAN with
a molecular weight of 80,000 kg mol–1 (7% w/w) produced
a membrane with beaded fiber.[53] The polymer
concentration is important to form a continuous and homogeneous nanofiber
membrane.
Figure 3
Morphology and diameter distributions of the nanofibrous electrode:
(a) GN1, (b) GN2, and (c) GN3.
Morphology and diameter distributions of the nanofibrous electrode:
(a) GN1, (b) GN2, and (c) GN3.The homogeneity of GN1, GN2, and GN3 fibers was
also investigated
using the coefficient of variation (CV) of the fibers. A membrane
with homogeneous fibers has a CV of less than 0.3, with a lower CV,
indicating a greater degree of homogeneity.[54] Fibers of GN2 and GN3 with CV values of 0.19 and 0.16, respectively,
were more uniform than GN1 with a CV value of 0.37. The lower fiber
homogeneity may be due to current fluctuations during the electrospinning
process as a control measure system to maintain a constant current
is not applied to this electrospinning system. Another factor that
might contribute to the lower homogeneity is the use of a high voltage
of 12 kV. High voltages can cause an imbalance between precursor loading
and load-induced spinning.[55] As a result,
one or more side jets are formed to produce fibers of inconsistent
size. From the statistical analysis, there was significant (p < 0.05) between GN1 and GN2, and there was significant
(p < 0.05) between GN1 and GN3. On the other hand,
there was significant (p < 0.05) between GN2 and
GN3.The effect of the difference in the graphene concentration
in PAN
on the fiber diameter is shown in Figure . GN3 fiber with a higher mass of graphene
produces a larger diameter of 592.37 nm. Correspondingly, lowering
the concentration can decrease the fiber diameter. As in the diameter
of GN2 and GN1 fibers, they decreased to 410.27 and 231.77 nm, respectively.
The fiber diameter is tightly controlled by the viscosity of the solution,
wherein the degree of chain bonding decreases with lower viscosity,
leading to the formation of smaller diameters. The addition of graphene
oxide in the PAN nanofiber did not change the shape of the fiber,
but it did affect the diameter of the fiber. This is in line with
results of a previous study that the addition of graphene in polyethylene
terephthalate increases the fiber diameter.[56]
Mechanical Properties
In electronic
equipment, the mechanical properties of dielectric materials play
an important role for practical and flexible applications. The investigation
of the mechanical properties was conducted to determine the flexible
properties of composite nanofiber mats. A set of curves provides the
relationship between stress and strain for all nanofibers in which
the mean strain at break, ultimate tensile strength, and Young’s
modulus are shown in Figure . Pure PAN exhibits ultimate tensile strength, strain at break,
and Young’s modulus of 2.16 MPa, 9.19%, and 23.50 MPa, respectively.
When PAN and GO are fabricated into composites, the tensile strength
of the nanofiber composite mats ranged from 3.9 to 8.8 MPa, which
exceeded that of typical CNFs (∼0.48 MPa). This is higher than
PAN at a concentration of 14%, and the previously studied carbon nanofibers.[52,57] These results indicated that the flexible nanofiber mat electrodes
could serve as capacitor electrodes.
Figure 4
Relation between stress and strain for
all the fibrous mats.
Relation between stress and strain for
all the fibrous mats.
FTIR Spectroscopy
The chemical structures
of PAN, GO, PAN/GO GN1, GN2, and GN3 nanofiber composites were observed
by the FTIR spectrum (Figure ). The characteristic peak of the GO functional group emerged
at 3427, 2370, 1716, 1581, and 1103 cm–1. The peak
at 3427 cm–1 indicated O–H stretching. This
peak confirms that the emerging hydroxyl peak may be due to the absorption
of water vapor on the GO surface.[8,58,59] The peak at 2370 cm–1 was O=C=O
stretching, indicating a carbon dioxide group.[60] The emergence of the carbon peak was in line with the EDX
analysis. The peak of moderate intensity at 1716 cm–1 indicated the C=O stretching of carboxylic acid.[61−63] The peak at 1579 cm–1 is a symmetrical C=C
stretching vibration of the aromatic group, and the peak at 1103 cm–1 can be attributed to the C–C asymmetric stretching
vibration of the aromatic group.[61,64] In addition,
the two shoulder peaks at 2848 and 2927 cm–1 corresponded
to the C–H aromatic sp[2] strain vibrations.[65,66] In the FTIR GO spectrum, the hydroxyl and carboxyl peaks have indicated
oxidation.[67,68] The insertion of functional oxygen-carrying
groups in the GO form exhibited that the acidic and oxidative compounds
successfully modified the surface, and this is in line with the SEM
and TEM results.
Figure 5
FTIR measurements for (a) GO, (b) PAN, (c) GN1, (d) GN2,
and (e)
GN3.
FTIR measurements for (a) GO, (b) PAN, (c) GN1, (d) GN2,
and (e)
GN3.The PAN FITR spectrum displayed typical broad peaks
at 3531, 2927,
2243, 1724, 1664, 1452, 1357, 1251, and 1,076 cm–1. The wide peak of hydroxyl at 3531 cm–1 corresponds
to stretching vibrations of −OH.[69,70] The peak of
2243 cm-[1] is the stretching vibration of
C≡N. The peaks of 2931, 1452, and 1327–1392 cm–1 were designated as bending and stretching vibrations of CH2, and the weak intensity peaks at 1724 cm–1 represented
the stretching vibration of CO.[57,71,72] The functional ester groups at 1230–1250 and 1050–1090
cm–1 were defined as strain vibrations of C–O
and C–O–C. These results indicate that PAN is a copolymer
of acrylonitrile and methyl acrylate such as itaconic acid or methyl
acrylate which is frequently used in the industrial production of
PAN.[73,74] The peak at 1,665 cm–1 was assigned to the C=N bond strain vibration of the middle
oxime group.[75,76] The peaks of this PAN will decrease
and increase due to the concentration of PAN when composites involve
other materials such as carbon[71] and conductive
polymers.[77]The addition of GO to
the PAN nanofibers caused changes in the
intensity and positions of some peaks in the spectra of the GN1, GN2,
and GN3 samples. The stretch peaks of GN1, GN2, and GN3 composite
nanofiber mats were at 3434, 3452, and 3461 cm–1, respectively, which was higher than GO at 3427 cm–1. The peak of the nitrile group shifted to below 2243 cm–1 in the spectrum of 2242 cm–1 (GN1), 2244 cm–1 (GN2), and 2242 cm–1 (GN3). This
peak decreased in intensity when the C≡N group was introduced
to PAN-grafted GO surfaces. The 1634 cm–1 (GN1),
1639 cm–1 (GN2), and 1642 cm–1 (GN3) peaks were lower than that of the PAN at 1665 cm–1. The shift of the peaks in the composite nanofiber mats is due to
the interaction between PAN and GO molecules through hydrogen bonds.
X-ray Diffraction Spectra Analysis
XRD is widely used to understand the structural modifications in
polymer blends which depend on the complexation of the carbon material.
The complexation is done by analyzing the position, shift, and expansion
of the diffraction peaks in the XRD pattern of each polymer sample. Figure shows the diffraction
spectra of GO, PAN, composite PAN/GO for GN1, GN2, and GN3. The most
obvious diffraction pattern displays two characteristic peaks of graphite-based
GO crystal properties at 2θ positions of 25.65 and 54.68°,
both of which correspond to the crystal planes (0 0 2)[78,79] and (0 0 4),[79] this implies that GO is
pure crystalline.[78,80] The diffraction pattern of the
PAN nanofiber membrane has characteristic peaks at 14 and 17°
corresponding to the (0 2 0) and (0 1 0) planes.[8,81,82] These two peaks indicate that PAN is a crystalline
structure.
Figure 6
XRD spectra for (a) GO, (b) PAN, (c) GN1, (d) GN2, and (e) GN3.
XRD spectra for (a) GO, (b) PAN, (c) GN1, (d) GN2, and (e) GN3.The addition of GO to PAN nanofibers resulted in
a new characteristic
peak diffraction pattern from the pure PAN XRD pattern. Very sharp
peaks occurred between 20 and 30°, that is, 25, 25.36, and 26.46°
were associated with successful GO grafting on the PAN polymer backbone
of the GN1, GN2, and GN3 composites, respectively. The characteristic
PAN peak has only one diffraction pattern with relatively weak peak
intensity observed at 15° (GN1), 15.32° (GN2), and 16.66°
(GN3). This shows that GO nanofibers are well distributed in the PAN
matrix, and this filler does not affect the crystal structure, it
only changes the connection between the two phases (PAN and GO) and
improves interfacial compatibility. The results from previous studies
revealed that the addition of carbon nanotubes in polyurethane did
not affect the structure of the composite crystals.[83]XRD data of all PAN/GO nanofiber composites were
analyzed using
OriginPro 9 (OriginLab Corp.) to calculate the percentage variation
of crystallinity in the composite fibers as the function of GO concentration.[84] The addition of GO increased the percentage
of crystallinity of GN1, GN2, and GN3 to 85.52, 86.12, and 86.23%,
respectively. This is because GO can associate with the PAN functional
group so as to support the process of increasing the crystal phase
content in the nanofiber mat composite.
DSC Analysis
Differential scanning
calorimetry (DSC) thermographs of PAN, GO, GN1, GN2, and GN3 nanofiber
composites are shown in Figure . The PAN showed an exothermic crystallization transition
at 192°, which represents the melting temperature of PAN. Furthermore,
the DSC thermogram of GO displayed an endothermic melting transition
at 178°. After the addition of the GO material to the PAN matrix,
all composite samples showed relatively sharp melting peaks and relatively
broad crystal peaks, which allowed melting or recrystallization. Because
this occurs during heating, the value of enthalpy (ΔH) from the integration of endothermic and exothermic can
be visualized and compared with the fusion crystalline domain progressively
created during the previous isothermal period.[84] The increase in melting temperature (Tm) is relatively
shifted toward a higher temperature and the crystal temperature (Tc)
shifts toward a lower temperature, that is, Tm: 281.28, 282.92, and
330.97 °C and Tc: 108.84, 106.94, and 106.74 °C of the GN1,
GN2, and GN3 composites, respectively. Meanwhile, the values of enthalpy
of fusion (ΔHm) were 110.69 J/g (GN1), 165.08
J/g (GN2), and 204.92 J/g (GN3), and the values of enthalpy of melting
(ΔHc) were 85.58 J/g (GN1), 129.11 J/g (GN2),
and 68.03 J/g (GN3).
Figure 7
Differential scanning calorimetry analysis.
Differential scanning calorimetry analysis.The change in value specifically indicated that
the GO sheet acted
as a nucleating agent that increases the thermal stability of the
composite.[85] In addition, the increase
in Tm and Tc due to intermolecular interactions as well as the increase
in the degree of crystallization is in line with the XRD and FTIR
results. The increase in hydrogen bonds between PAN and GO molecules
freed the movement of polymer molecular chains which results in an
increase in the degree of crystallinity of the composite.[59,86] The PAN molecular chain becomes disorganized because the PAN structure
disintegrated with the increase in GO content and consequently strengthened
the contact between PAN and GO.[29,87] At the same time, more
ester groups were hydrolyzed followed by an increase in the hydroxyl
number. This resulted in more intermolecular hydrogen bonding which
in turn improved the thermal properties.[86,88]
Dielectric Properties
The relative
permittivity and dielectric loss are important factors in determining
the electric field distribution and heat production in the dielectric
with an alternating current electric field. Because different types
of polarization will dominate the entire dielectric polarization at
different frequencies, these two parameters are highly dependent on
the frequency of the external electric field.[89,90] The frequency dependence (relative permittivity component), as determined
at an ambient temperature of 50 to 106 Hz, of the PAN/GO
composite is shown in Figure a. At low frequencies, the relative permittivity of all samples
was significantly higher than at high frequencies. This is because
the interface and orientation polarization dominate the total polarization.
In addition, electron polarization dominated at high frequencies.[90,91] The permittivity was relatively high at lower frequencies (below
1000 Hz). This is because both induced and permanent dipoles can accommodate
themselves to line up in a proper orientation alignment in this region,
a phenomenon known as the Maxwell Wagner Sillar effect (MWS).[92,93] Furthermore, this finding indicates that the low-frequency electrical
field allows more time for the dipole moment to reach polarization
equilibrium.[94] The relative permittivity
generally remained stable at high frequencies (more than 1,00,000
Hz) because it was frequency-independent. This feature is known as
the microcapacitor structure model.[92] The
electric field changes so dramatically that the carriers cannot align,
and as a result, they cannot reach the grain boundaries and there
is no polarization.[91,95]
Figure 8
(a) Relative permittivity (ε′),
(b) dielectric loss
(tan δ), and (c) electrical AC conductivity (σAC) of PAN/GO of GN1, GN2, and GN3.
(a) Relative permittivity (ε′),
(b) dielectric loss
(tan δ), and (c) electrical AC conductivity (σAC) of PAN/GO of GN1, GN2, and GN3.The relative permittivity increased when the mass
of the GO fraction
was increased from 32.2 (GN1) to 86.4 (GN3) at a frequency of 102 Hz. This is because GO is conductive, resulting in an increase
in interfacial polarization which can lead to an increase in the relative
permittivity of the nanofiber mat composite. The addition of GO has
also caused a large amount of free charge to accumulate at the component
interface, resulting in the formation of additional dipoles.[11,92] In addition, the nanostructures described in the SEM analysis generally
have a high surface area, thus providing a larger amount of space
to store the charge.The dielectric loss (tan δ) of the
PAN/GO composite is shown
in Figure b. The dielectric
losses reached their maximum values of 1.59, 3.39, and 6.18, at 50
Hz, respectively, of GN1, GN2, and GN3. Increasing the frequency lowers
the dielectric loss. At 1000–1,00,000 Hz, the decrease becomes
frequency-dependent, with the dielectric samples GN1, GN2, and GN3
decreasing from 0.63, 1.32, and 2.42 to 0.16, 0.34, and 0.63. At frequencies
above 5,00,000 Hz, the dielectric loss no longer depends on the frequency
so that it reaches a value below the minimum. This was because the
charge carriers can follow the rapidly changing electric field. Due
to the phenomenon of space charge polarization, which is responsible
for the Shockley process, dielectric losses at low frequencies were
quite low in this situation.[95,96] Dielectric loss was
shown to be dependent on the PAN/GO of GN1, GN2, and GN3 composites
at high frequencies, which can be explained by Maxwell Wagner relaxation.[94] A large number of oxygen-enriched groups formed
the GO surface sheet. This oxygen-rich group was resistive and created
a lot of polarization, which means it has a lower dielectric loss.[95] Consequently, adding GO in the PAN matrix lowered
the dielectric loss. The internal polarization relaxation of the interface
caused a decrease in the dielectric loss. This is because the polarization
of the space charge can follow the electric field. As a result, the
relaxation caused a decrease in the dielectric loss, and the addition
of GO inhibited the movement of electrons in the polymer chain.[97] With its high aspect ratio and 2-dimensional
structure, GO provides more interfacial area in the polymer matrix,
resulting in decreased interfacial polarization and space charge polarization.Figure c shows
the conductivity frequencies of PAN/GO GN1, GN2, and GN3. At low frequencies
(below 1000 Hz), the conductivity of all samples was independent of
the frequency. The externally applied electric field has insufficient
energy in this range to allow charge flow in a non-unidirectional
way. Therefore, charge carriers were randomly oriented at these frequencies.[94,95,98] As the energy of some of the
charge carriers grew at the intermediate frequency level, they began
to flow toward the field. Due to the much larger external field, this
process of moving charge carriers was accelerated exponentially at
much higher frequencies. In the frequency range above 10,000–5,00,000
Hz, the composite conductivity increased gradually from 1.6 ×
10–6 Sm–1 to 34.9 × 10–6 Sm–1. Through loop mechanics, this
flow increased exponentially at much higher frequencies. The increase
in the surface area and the density of defects of the nanofiber composites
led to the trapping of a large amount of charges. This caused the
high-frequency state that allowed the charge to be released and yield
an increase in the combined conductivity.[8,11] As
a result, each sample has satisfied the requirements of the dielectric
characteristics, that is, relative permittivity values, dielectric
loss, and conductivity.
Conclusions
Composite materials with
PAN as polymer and graphene oxide (GO)
derived from graphite was successfully developed. It was synthesized
using the electrospinning method to form PAN/GO nanofiber composites.
It was observed that the electrospun PAN/GO nanofiber composites were
produced homogeneously, and flexible composite fiber mats with maximum
tensile strengths of 2.48–8.67 MPa, strains of 13.84, 20.93,
and 24.88%, and the Young’s modulus continued to decrease with
the increase in GO content. FTIR and XRD recordings showed that GO
interactions were dominant over PAN, indicating that GO was evenly
distributed in the PAN matrix. This was indicated by the strengthening
behavior at the sharp peak of crystallization with a maximum degree
of crystallinity of 86.23%. Other indications also included stronger
hydrogen bonds and more hydrolyzed ester groups. This fact was supported
by the increase in enthalpy from 110.69 to 204.92 J/g. It has been
determined that the true part of the dielectric properties displays
a dependent behavior at a frequency of approximately 50 Hz to 10,00,000
Hz regardless of the GO filler presentation. The relative permittivity
increased from 32.2 (0.08 w/w) (GN1) to 86.4 (0.24 w/w) (GN3) at a
frequency of 102 Hz. Maximum conductivity has been achieved
at a value of 34.9 × 10–6 Sm–1 at high frequencies. Therefore, we hope that this work paves the
way for optimal solutions in preparing PAN/GO composite materials
that ensure superior properties for energy storage applications.
Authors: Thomas Bayer; Sean R Bishop; Nicola H Perry; Kazunari Sasaki; Stephen M Lyth Journal: ACS Appl Mater Interfaces Date: 2016-04-28 Impact factor: 9.229