Rong
Qiang
a,
Rui
Xue
a,
Di
Lan
b,
Yulong
Shao
*a,
Yi
Chen
a,
Xiao
Yang
a and
Guanglei
Wu
*c
aCollege of Intelligent Textiles and Fabric Electronic, Zhongyuan University of Technology, Zhengzhou, Henan 450007, China. E-mail: 13838577159@163.com
bSchool of Materials Science and Engineering, Hubei University of Automotive Technology, Shiyan 442002, P.R. China
cInstitute of Materials for Energy and Environment, State Key Laboratory of Bio-Fibers and Eco-Textiles, College of Materials Science and Engineering, Qingdao University, Qingdao 266071, China. E-mail: wuguanglei@qdu.edu.cn; wuguanglei@mail.xjtu.edu.cn
First published on 4th October 2024
Unique structural design and precise compositional adjustment are universally accepted as effective methods for the enhancement of microwave absorption capacity. However, a profound mechanism is still lacking. Recently, diverse structural construction of MoS2 sheets has attracted considerable attention. This research utilizes flower-like structural construction and composition regulation strategies to enhance the efficiency of MoS2-based microwave absorbing materials. It aims to thoroughly reveal the correlations between structures, components, dielectric properties and the impedance matching characteristics. The high aspect ratio of carbon nanotubes is utilized to construct a complex conductive network. The MoS2 flowers facilitate multiple scattering and reflection, increasing the transmission path of microwaves. Moreover, the heterojunction interfaces between MoS2 and carbon nanotubes enhanced the microwave attenuation mechanism. The results demonstrate that the samples exhibited a strong microwave response at 1.95 mm, with a maximum attenuation of −41.59 dB. Simultaneously, CST simulations verify the actual microwave absorption performance of the composite under far-field conditions. The vertical incident radar cross-section values, compared to PEC, were reduced by a maximum of 36.81 dBm2. These findings clearly indicate that the composite possesses excellent impedance matching and high absorption efficiency. This study provides an in-depth analysis of the microwave loss mechanism in dielectric microwave absorption materials, offering reference for enhancing the performance of similar materials.
As a novel semiconductor material, MoS2 belongs to two-dimensional transition metal dichalcogenides (2D TMDC) and features triangular S–Mo–S structures. Its unique electrical, optical, and mechanical properties attract widespread attention, including high room-temperature mobility (≈900 cm2 V−1 S−1),7 an adjustable intrinsic bandgap (1.2–1.9 eV),8 and high specific surface area. These properties make it widely used in the fields of batteries,9–12 photoelectric sensors, and flexible electronics. Additionally, MoS2 has been extensively studied as a high-performance MAM. The research by Ning et al.13 in 2015 was the first to report the application of MoS2 sheets as a dielectric loss MAM, obtaining good microwave attenuation performance. It is well known that MoS2 has three phases: 1T, 2H, and 3R, with different coordination patterns that give it different electrical properties.14 The 2H phase has high stability, and the 1T phase has better conductivity. To further improve its conductivity, Ning et al.15 prepared a metal semiconductor mixed phase (2H/1T-MoS2), and achieved tunable dielectric properties by adjusting the 1T phase content. This enhances the dipole distribution dynamics and electron transfer ability, achieving good microwave absorption (MA) performance. In 2022, Che et al.16 developed a spin-shaped MoS2 hetero-structure with adjustable 1H and 2H phase ratios using AlOOH as a template. It contained 39% of 1T-MoS2, expanding the range of effective absorption bandwidth (EAB) to cover up to 6.3 GHz. The above studies demonstrate the positive effect of adding 1T-MoS2 on the conductivity. However, compared to the thermodynamically metastable phase 1T-MoS2, 2H-MoS2 is easier to obtain and has enhanced stability. Therefore, it remains a significant challenge to improve the conductivity and impedance matching (IM) of 2H-MoS2 while effectively maintaining its advantages.
Numerous studies have been done to enhance the MA properties of MoS2 composites, including the use of multiple materials, interface construction and hierarchical structure design. Carbon has gained significant attention in the MA absorption field owing to its superior electrical conductivity, lightweight, robust chemical stability, and easy availability.17 Qi et al.18 prepared a hollow carbon@MoS2 nanosphere using a template etching and template thermal treatment method. At a thickness of 2.06 mm, it demonstrated powerful MA absorption (−42.63 dB) and exhibited a broad EAB (6.00 GHz). Wu et al.19 synthesized a CF@MoS2 composite by growing MoS2 nanosheets on carbon fibers. It exhibited a minimum reflection loss (RLmin) of −21.4 dB and showed an EAB of 10.85 GHz at 3.80 mm. Luo et al.20 obtained a novel NDC/MoS2 composite with a wide EAB of 6.08 GHz by designing the material's structure and composition. The interconnected porous structure enhances the material's polarization and conductivity, optimizes IM, and promotes multiple scattering of microwaves. From the above cases, it is found that the addition of carbon can compensate for the low conductivity and have a positive effect on MA absorption.21 High-aspect-ratio carbon nanotubes (CNTs) enable rapid charge transfer and increased interfacial polarization along the axial direction due to their 1D microstructure.22,23 Therefore, the combination of CNTs and MoS2 in the MAM design has great potential for achieving high MA efficiency.
The structural configuration is widely recognized as playing a key role in promoting the performance of MAMs.24 To achieve higher absorption capacity, many researchers designed various types of samples with special structures, including one-dimensional structures,25 honeycomb structures,26 and star structures.27 Among the numerous nanostructures, flower-like structures comprising a multitude of 2D nanosheets have unique advantages in optimizing IM, extending transmission paths and reducing material density.28 Jia et al.29 synthesized a porous flower-like Co/ZnO@CMWCNTs/Ti3C2Tx composite through electrostatic self-assembly, resulting in a wide EAB of 4 GHz at 1.9 mm. Qi et al.30 prepared a flower-like multicomponent nanocomposite (CoSe2/FeSe2@MoSe2) through a two-step hydrothermal reaction, achieving an EAB of 4.60 GHz at 1.72 mm. In addition, Lu et al.31 prepared a MoS2 nanoflower/honeycomb porous composite using seaweed as a carbon source through a hydrothermal process. It has achieved strong microwave absorption capacity with a RLmin of −75.94 dB (1.68 mm). The flower-like structure facilitates the accumulation of charge at the heterojunction interface. The resulting interfacial polarization and multiple reflections/scattering will result in the consumption of the incident electromagnetic wave (EMW). The high aspect ratio of CNTs helps to form complex conductive networks and also allows them to bond with flower-like MoS2 to enhance microwave dissipation through strong polarization effects.32
In summary, this work aimed to explore the effects of structural design and use of multiple components on the dielectric performance of MoS2. MoS2/CNTs were successfully prepared through a simple process involving hydrothermal self-growth and high-temperature annealing. Their material composition, morphology, and structure were characterized, and MA properties were tested. MoS2/CNTs exhibited broad EAB, strong MA characteristics, and good IM. The EAB spans 5.33 GHz, and the RLmin reached −41.59 dB at 1.95 mm. This study comprehensively analyzes the dielectric properties and MA mechanisms of the material. It simplifies the preparation method for MoS2 composites, offering a reference for the design of lightweight and high performance MAMs.
XRD can characterize the composition and crystal structure of MoS2/CNTs, as shown in Fig. 1b. Diffraction peaks for the MoS2/CNTs are evident at 2θ = 13.9°, 33.2°, 39.5°, and 58.9°, which can be assigned to the (002), (100), (103), and (110) planes of 2H-MoS2 (PDF#37-1492) with a hexagonal crystal structure, respectively.34 Moreover, the peak detected at 2θ = 25.9° indicates the (002) plane associated with carbon (PDF#75-1621).31,35 The peak intensity rises with increasing temperature, which means that high temperature facilitates the generation of graphitic carbon.
The electrical conduction properties of carbon are linked to the graphitization degree and are commonly analyzed using a Raman spectrometer. The D peak (∼1350 cm−1) indicated the disorders and defects, and the G peak (∼1580 cm−1) is associated with the ordered structure of graphitic carbon.36,37 Generally, the graphitization degree of carbon is computed by the ratio of the D peak to the G peak (ID/IG). As shown in Fig. 1c, ID/IG values of MoS2/CNTs 600, MoS2/CNTs 700 and MoS2/CNTs 800 are 0.89, 0.82 and 0.81, respectively. According to the three-stage model of the transition from amorphous carbon to graphitic carbon proposed by Ferrari and Robertson, the ID/IG ratio typically first increases and then decreases.38 Specifically, the ID/IG ratio gradually increases during the transition from amorphous carbon to nanocrystalline graphite, and gradually decreases after reaching the transition point from nanocrystalline graphite to perfect graphite.39 The graphite carbon diffraction peaks in the XRD results confirm the occurrence of graphitization in the samples. Based on the three-stage model, it can be concluded that the MoS2/CNT samples undergo the transition from a nanocrystalline to a perfect graphitized state. Therefore, the graphitization degree of the MoS2/CNTs increases with the rise in calcination temperature. It can be attributed to the fact that high temperatures enhance the graphitization degree and reduce the N content in samples, thereby increasing the graphitization degree of the composite.40,41
TGA can analyze thermal stability and component content. Fig. S1 (ESI†) shows the TGA curve of the MoS2/CNTs. Between 100 °C and 250 °C, the dehydration of crystallization water results in a slight weight loss as the temperature increases.42 The downward trend of the curves from about 290 °C to 370 °C is attributed to the MoS2 phase transformation.43 Carbon starts to oxidize to CO2 at approximately 370 °C, while MoS2 is oxidized to MoO3, leading to a rapid decrease in the curves.44 In order to verify the final product, MoS2/CNT composites after oxidation at 700 °C are analyzed by Fourier transform infrared (FT-IR) spectroscopy. Three distinct vibrations at approximately 562, 859 and 996 cm−1 are ascribed to Mo–O (3), Mo–O (2) and Mo–O (1) stretching modes, respectively.45,46 It can be concluded that the residue above 700 °C is predominantly composed of MoO3. The residual masses of MoS2/CNTs 600, MoS2/CNTs 700 and MoS2/CNTs 800 are 78.6 wt%, 76.3 wt%, and 77.1 wt%, respectively. On the basis of formula (1), the carbon contents are calculated to be about 11.2 wt%, 13.1 wt%, and 12.5 wt%, respectively, and the MoS2 contents are about 88.8 wt%, 86.9 wt%, and 87.5 wt%, respectively. wt% R and M represent the remaining mass percentage and the relative molecular mass of the compound, respectively. This suggests that the calcination temperature has less effect on the carbon content and MoS2 content of MoS2/CNTs.
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SEM images show the morphology of the MoS2/CNTs. As seen in Fig. 2a and Fig. S2a–c (ESI†), MoS2 nanosheets attach to the CNT surface, growing interleaved and forming uniformly distributed flower-like microspheres with pores of various sizes. Fig. 2b and Fig. S2d–f (ESI†) show further magnified images where the CNTs are intertwined with each other, providing a long enough channel for the flow of electrons. The thickness of the nanosheets in Fig. 2b is measured, and the particle size analysis result reveals that the thickness is about 10 nm, as shown in Fig. S3 (ESI†). MoS2 flowers in each composite are well preserved. However, the size of MoS2 flowers in MoS2/CNTs 600 is larger than that of the flowers in MoS2/CNTs 700 and MoS2/CNTs 800. This is typical of the shrinkage that occurs in precursors during the carbothermal reduction process.
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| Fig. 2 (a) and (b) SEM patterns of MoS2/CNTs, (c) and (d) TEM images, (e) HR-TEM images, the lattice fringes of (f) graphitic carbon and (g) MoS2, and (h) EDS mapping. | ||
The micro-morphology, structure and lattice fringe spacing can be analyzed by TEM. Fig. 2e and Fig. S4a (ESI†) show the high-resolution TEM (HR-TEM) photographs. The lattice fringe distances of CNTs and MoS2 are clearly displayed, confirming that 0.35 (Fig. 2f) and 0.65 nm (Fig. 2g) correspond to the (002) planes of carbon and MoS2, respectively.47,48 In Fig. 2c and d, the flower-like MoS2 and CNTs are modified with blue and orange, respectively. The size of MoS2 nanosheets (Fig. S4b and c, ESI†) is uniform, which proves that the MoS2 hydrothermal method has good stability and feasibility. Besides, elemental mapping images (Fig. 2h and Fig. S5, ESI†) show that S, Mo, and C species are regularly distributed in the sample, and the content of C species is low. The distribution density of each species in the image and the characterization results of TG are mutually verified, and a small amount of N doping provides some defect sites in the composite.49
The element species and surface chemical valence states are characterized by XPS.50 The XPS spectra are shown in Fig. 3. The peaks of O, Mo, C and S species in the XPS spectrum (Fig. 3a) prove that MoS2/CNTs contain the above elements. Fig. 3b shows the C 1s high-resolution spectrum. It could be observed that the fitted peaks are located at 284.6, 285.3, and 286.6 eV, correlating with C–C, C–S, and C–N, respectively.21,51 The presence of C–S and C–C bonds further confirms the interaction of MoS2 with CNTs and the N-doped C obtained from the carbonization of CNTs.52 The Mo 3d high-resolution spectrum (Fig. 3c) can be deconvoluted into six distinct peaks. Specifically, the peaks at 232.6 eV and 229.4 eV are attributable to Mo 3d3/2 and Mo 3d5/2, while the peaks at 233.1 eV and 229.7 eV are identified as two satellite features. The peak at 235.8 eV can be attributed to the existence of hexavalent molybdenum compounds. Moreover, the fitted peak at 226.5 eV can be assigned to the S 2s peak.53 The S 2p spectrum of MoS2/CNTs (Fig. 3d) consists of two fitting peaks: S 2p1/2 (163.4 eV) and S 2p3/2 (162.2 eV).54,55
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Fig. 4 (a) ε′, (b) ε′′, (c) tan δε, (d) , (e) , (f)–(h) Cole–Cole semicircle, (i) μ′, (j) μ′′ and (k) tan δμ of MoS2/CNT composites. | ||
Based on the method provided by Su et al.63 and with some improvements, the conduction loss (
) and polarization loss (
) values of the samples were simulated in MATLAB software. As shown in Fig. 4d, the
value of the samples increases with the rise in calcination temperature, further indicating that high-temperature calcination facilitates the sp2 transition of carbon, which positively impacts the dielectric loss capability of the composite. This is consistent with the Raman characterization results, demonstrating that by controlling the calcination temperature, the dielectric properties can be effectively tuned. As seen in Fig. 4e, the
values of the samples also increase with the rise in calcination temperature, among which MoS2/CNTs 800 exhibits a stronger polarization loss capability.
In accordance with formula (3), these notable differences imply that temperature is a key factor influencing the εp′′ and εc′′ loss characteristics of MoS2/CNT. To facilitate an in-depth analysis of the dielectric loss properties, the Cole–Cole model is introduced in this study as illustrated below:64,65
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The Debye relaxation formula can be described as a semicircle with a radius of (εs − ε∞)/2 and a center at (0, (εs + ε∞)/2). Each Cole–Cole semicircle in Fig. 4f–h signifies a relaxation process, and the semicircle number reflects the intensity of polarization. MoS2/CNTs X (X = 600, 700, 800) show two Cole–Cole semicircles in the range of 2–18 GHz, indicating the occurrence of multiple relaxation processes, which may be due to the defects and polar groups in the carbon component.66,67 A twisted semicircle means that it is not an ideal model for the Debye relaxation theory, and other dielectric loss mechanisms such as dipole polarization (point-to-point) and interfacial polarization (plane-to-plane) play an important role in the final performance.68 The number of polarization processes roughly corresponds to the number of resonance peaks in the ε′′ curve.69 This indicates that each sample exhibits similar polarization characteristics. According to reports, the interfacial polarization response relaxes at lower frequencies, and the resonance peaks observed on ε′′ curves within the 7–12 GHz range are more influenced by the effects of interfacial polarization.70 This can be attributed to the interfaces created by the contact between CNTs and MoS2 flowers, as well as between MoS2 nanosheets and paraffin or air, forming solid–solid and solid–air interfaces. The differing electronegativity of the components results in a variation in their electron attraction capabilities. This leads to an imbalance in charge distribution, accumulation of electrons around heterojunctions, and migration through heterojunctions under the influence of external electromagnetic fields.71 The resonance peaks in the 12–16 GHz range can be ascribed to defect dipole polarization caused by trace nitrogen atoms, defects in CNTs, and residual groups in the composite.72 N doping or other intrinsic C vacancies can, on the one hand, increase the orientation force, thereby contributing to the dipole polarization under an altering EM field.73 On the other hand, the nitrogen atoms acting as the donor dopants can provide additional electrons for higher conductivity, which improves the conduction loss.74 In addition, the Cole–Cole curves have straight lines at the tail, which is attributed to the conduction loss of MoS2/CNTs to microwaves. The curvature of the lines declines with the rise in the calcination temperature, indicating an improvement in conduction losses. Due to the similar carbon content across all samples, the improvement in conduction losses is linked to the pyrolysis temperature. It is evident that higher temperatures effectively enhance the graphitization degree of carbon, thereby improving conductivity. Usually, according to the free electron theory, the strength of the conductive losses is positively correlated with the conductivity, which explains the highest εc′′ values for MoS2/CNTs 800.75 Additionally, since active electric dipoles in materials are more inclined to interact with incident EMWs, restricted electron migration/hopping typically leads to unsatisfactory conduction losses.76 This drawback can be completely compensated by the growth of CNTs. This is because CNTs will create a more conductive network through physical contacts, extending the transmission path of micro-currents and increasing electron transfer, thereby promoting conduction losses.77 Hence, dipole polarization, interfacial polarization, and electronic conduction losses collectively contribute to ε′′.
The dielectric loss tangent (tan
δε) demonstrates the strength of the dielectric loss capability. The tan
δε curves in Fig. 4c also show multiple relaxation peaks, which are attributed to the asymmetric charge distribution caused by heterojunctions, vacancies and dipoles. In addition, staggered CNTs form a conductive network to dissipate microwaves, and multiple factors work together to enhance the MA capability. MoS2/CNTs 800 has a higher loss capacity compared to MoS2/CNTs 600 and MoS2/CNTs 700. This phenomenon is analyzed in conjunction with Cole–Cole curves, which may be related to its higher conductance loss.
Fig. 4i and j illustrate the μ′ and μ′′ values of MoS2/CNTs. They have similar magnetic storage capacities, and the μ′ and μ′′ values fluctuate around 1.01 and 0.02, respectively. The magnetic loss tangent (tan
δμ) values are shown in Fig. 4k, and all of them are small.
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Outstanding impedance matching (IM) contributes positively to the improvement of MAM efficiency.81 IM charts are created to assess material compatibility across varying microwave frequencies and explore the correlation between the microwave frequency range and material thickness. As shown in Fig. 6, the IM of the composites is calculated using formula (8), where K and M are constants, f is the microwave frequency and d is the sample thickness.82 The effective area ratio of MoS2/CNTs 600 is only 15.81% (Fig. 6a), that of MoS2/CNTs 700 is 27.78% (Fig. 6b), and that of MoS2/CNTs 800 is 42.90% (Fig. 6c). The low effective area ratio of the IM hampers the composite's compatibility with microwaves. This leads to increased scattering or reflection of microwaves at the surface, preventing their absorption in the interior of the composite. Therefore, MoS2/CNTs 800 demonstrates superior IM characteristics, facilitating the penetration and absorption of more microwaves.
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| Fig. 6 IM of (a) MoS2/CNTs 600, (b) MoS2/CNTs 700, and (c) MoS2/CNTs 800; (d) attenuation factors, and (e) and (f) performance of MoS2/CNTs compared with that reported previously. | ||
In addition, in order to comprehend the correlation between the attenuation factor and the MA performance, the attenuation factors are further calculated and analyzed (formula (9)).83,84 As shown in Fig. 6d, MoS2/CNTs 800 exhibits higher microwave loss capability compared with MoS2/CNTs 600 and MoS2/CNTs 700. A high attenuation factor value can lose more microwaves. Therefore, the superior IM and attenuation factor work together to enable MoS2/CNTs 800 to exhibit wide EAB and strong reflection loss for microwaves compared to materials that have been reported previously, as shown in Fig. 6e and f.85–87
| |Δ| = |sinh2(Kfd) − M| | (8) |
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The broadband and strong MA performance of MoS2/CNTs are attributed to their special structure, good dielectric loss capability, and higher effective area ratio of IM. Fig. 7 shows the MA mechanism of MoS2/CNTs. When the composites are exposed to an external electromagnetic environment, a large number of pores inside the composites help to improve IM and enable microwaves to smoothly enter the composites. Flower-like MoS2 combined with CNTs constructs more heterogeneous interfaces. The difference in electronegativity between the components leads to charge accumulation under the influence of an alternating electric field, triggering interface polarization. The large number of defects in MoS2 nanosheets and nitrogen doping can act as polarization centers leading to dipole polarization and defect polarization. Meanwhile, MoS2 nanosheets are cross-linked to form MoS2 flowers. The mesoporous structure on the surface induces multiple reflections and scattering of EMWs, which prolongs the transmission path and thus enhances the loss of EMWs. In addition, the highly conductive CNTs interlace to form a complex network, which provides conditions for free electron migration and hopping and thus exacerbates the conductivity loss in the composites.88 The combined effect of various dissipation methods can effectively improve the MA intensity and width of MoS2/CNT composites.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4tc03287j |
| This journal is © The Royal Society of Chemistry 2024 |