Xiaojuan Zhang,
Meihua Gong,
Yunliang Dai and
Bianying Wen*
College of Chemistry and Materials Engineering, Beijing Technology and Business University, Beijing 100048, PR China. E-mail: wenbianying@tsinghua.org.cn
First published on 11th February 2022
A combination of a special micro–nanostructure and multiple components has been proven as an effective strategy to strengthen the microwave attenuation capacity. In this work, one-dimensional MoO2/N-doped carbon (NC) nanowires with a heterostructure have been successfully prepared by utilizing mild in situ chemical oxidative polymerization and pyrolysis treatment. After compounding them with a thermoplastic polyurethane (TPU) matrix, the flexible composites exhibit tunable wave absorbing performance by modulating the filler loading of MoO2/NC heteronanowires. Experimental results demonstrate that the minimum reflection loss value of the MoO2/NC–TPU hybrid is up to −35.0 dB at 8.37 GHz under a thickness of only 2.3 mm with 40 wt% filler amounts. Moreover, the effective absorption bandwidth enables 3.26 GHz to be achieved (8.49–11.75 GHz) when the thickness changes to 2.0 mm, covering almost the whole X-band. Meanwhile, when the filler loading becomes 30 wt%, dual-absorption peaks appear. The relevant absorption mechanism is mainly attributed to the dielectric loss including strong dipolar/interfacial polarizations, Debye relaxation loss and multiple reflection and scattering.
In recent decades, one-dimensional (1D) materials including nanowires, nanofibers and nanorods have aroused enormous interest in the microwave-absorbing area owing to their large aspect ratio, peculiar shape anisotropy and other unique characteristics.8 Moreover, the 1D materials tend to form conductive network more easily for further dissipation of EM wave energy. For instance, Han et al.9 incorporated SiC nanowires into reduced graphene oxides (rGO) foams and revealed that both the thermostability and EMW absorbing performance of rGO/SiC NW foams were improved. The 1D SiC nanowires embedded in rGO foam could act as “micro-antennae” to receipt EMW. Wang et al.10 prepared Fe/C porous nanofibers (FeCPNFs) with 3D network structure and discovered that they exhibited superior microwave absorption properties. The minimum reflection loss (RL) value of FeCPNFs attained −56.6 dB at 4.96 GHz (4.29 mm). Additionally, Chen's group11 grew irregular PANI nanorods on the surface of α-MoO3 nanorods perpendicularly to design branched organic/inorganic heteronanostructures. The results showed that the minimal RL value was −33.7 dB at 16.88 GHz for PANI/α-MoO3/paraffin composites when the thickness was 2.0 mm. Other 1D materials like Ni chain,12 ZnO nanowires,13 carbon nanocoils,14 Fe-ferrite composite nanotubes,15 etc. were also successfully applied to fabricate high-efficiency EMW absorbers.
Up to now, metal and their oxides, carbonaceous materials, conducting polymers, ceramic materials, metal carbides and metal sulfides have captured a considerable amount of attention in the area of wave absorption. However, it is impossible for homogenous absorbing material to meet the impedance matching and attenuation characteristics simultaneously. Therefore, constructing composites with multi-components are another effective strategy to improve EMW absorption ability.16 It is worth noted that the heterogeneous interface come from multi-component absorbents is beneficial to cause related relaxation loss and interface polarization, which will accelerate the EMW absorption.17 Plenty of multi-component materials such as TiO2/Ti3C2Tx/RGO ternary composite aerogel,18 γ-Fe2O3@C@α-MnO2 nanospindle,19 Mo2C/Co/C composites,20 porous Co/MnO composites21 and some others are proved as promising absorbers. Besides, as a distinct metallic semiconductor, MoO2 has been widely applied in various domains including lithium-ion batteries, electrocatalytic performance, supercapacitors and microwave absorption on account of its good stability, favorable metallic-like conductivity, low cost, easy preparation and environmentally friendly traits.22–25 Nevertheless, sole MoO2 is not suitable to create remarkable EMW absorbing materials. To date, carbonaceous materials such as carbon nanotubes/nanofibers, graphene, carbon nanospheres, etc. turn into one of the most prominent candidates for EM wave absorbers due to their low density, convenient processing and tunable electrical conductivity.26–29 Thus, compounding MoO2 with carbonaceous materials is conducive to acquire strengthened EMW attenuation ability.
Herein, we utilized MoO3 nanowires as template, then combined in situ chemical oxidative polymerization and pyrolysis treatment to fabricate 1D MoO2/N-doped carbon (NC) heteronanowires. The N and C source was provided by polypyrrole (PPy). To endow practical function, our group selected thermoplastic polyurethane (TPU) as matrix owning to its excellent properties like flexibility, chemical stability, abrasion and weather resistance, available mechanical strength, etc.30 Integrating the advantages of 1D nanostructure and multi-components, the MoO2/NC–TPU nanocomposites possessed desirable EMW absorption capacity with a RLmin value of −35.0 dB at 8.37 GHz under a thickness of only 2.3 mm (40 wt% filler content). When the thickness become 2.0 mm, the effective absorption bandwidth (EAB, RL ≤ −10 dB) was as wide as 3.26 GHz. Meanwhile, dual-absorption peaks appeared within a filler loading of 30 wt%. Furthermore, the fundamental EMW absorption mechanism was analyzed detailedly. The results manifested that the rationally designed MoO2/NC–TPU composites with flexibility and improved EMW absorption performance might serve as potential ideal EMW absorbing materials.
Fig. 2 (a) XRD patterns of PPy, MoO3@PPy and MoO2/NC; (b) FTIR spectra of PPy, MoO3, MoO3@PPy and MoO2/NC. |
The morphology of MoO3, MoO3@PPy and MoO2/NC are investigated by SEM measurement. It is obviously observed that the prepared MoO3 presents 1D nanowires with widths of ∼300 nm and lengths of several micrometers. Moreover, their surfaces are very smooth (Fig. 3a and b). From the SEM images of MoO3@PPy displayed in Fig. 3c and d, the MoO3 nanowires are homogeneously wrapped by PPy to form core–shell structure with rough surfaces. As shown in Fig. 3e and f, all of the 1D nanostructure are fully maintained after the pyrolysis treatment, whereas the morphology has changed to a great extent. In addition, the SEM image of pristine PPy nanoparticles is exhibited in Fig. S1† for comparison. Furthermore, in order to determine how the 1D MoO2/NC heteronanowires disperse in TPU matrix, the SEM images of the fracture section of MoO2/NC–TPU membrane are displayed in Fig. S2.† It is noted that these MoO2/NC heteronanowires not only disperse well in TPU, but also maintain the 1D nanostructure.
Fig. 3 SEM images of (a and b) MoO3 nanowires; (c and d) MoO3@PPy nanowires and (e and f) MoO2/NC heteronanowires. |
To further verify the morphology and crystal structure of 1D MoO2/NC heteronanowires, the TEM and high-resolution TEM images have been displayed in Fig. 4a–d. From the TEM images, it is obvious that the MoO2/NC nanocomposites present 1D nanowire-like heterostructure. As shown in Fig. 4b and c, the ordered lattice fringes are clearly appeared in the HRTEM images. The spacings between two neighboring lattice fringes are approximately 0.34 nm and 0.22 nm, belonging to the (−111) and (210) plane of MoO2. The amorphous structure of the outer layer refers to carbon shell. Moreover, the EDX elemental maps of MoO2/NC heteronanowire (Fig. 4e) clearly reveal a uniform distribution of Mo, O, N and C elements, which corresponds to the result of FI-TR spectrum.
Fig. 4 (a and d) TEM images, (b and c) HRTEM images of MoO2/NC heteronanowires; (e) the elemental mappings of Mo, O, N and C. |
The EMW absorption properties of MoO3@PPy and MoO2/NC incorporated in TPU matrix are evaluated by RL values. On the basis of the transmission line theory, the RL values can be theoretically calculated by the following formula:35
(1) |
(2) |
(3) |
(4) |
When the value of Z approaches 1.0, it is indicated that the incident EMW enters the inner of material completely without any reflection. From the impedance matching curve in Fig. 5a, it can be seen that the optimized Z corresponds to optimal EMW attenuation capacity. Furthermore, the three-dimensional diagrams of calculated theoretical RLs of MoO2/NC–TPU with different loadings versus the frequency and thickness are displayed in Fig. 5b–d, which manifests the EMW absorbing performance among different frequencies enable to be effectively regulated by tuning the thickness and load levels of the fillers. The RL curves shown in Fig. S3† also verify this viewpoint.
Normally, the EMW absorption behavior is desperately dependent on the relative permittivity and permeability. The related EMW absorption mechanism will be discussed by analyzing the complex permittivity (εr = ε′ − jε′′) and complex permeability (μr = μ′ − jμ′′). As is well known, the real parts ε′ and μ′ signify the storage ability under the action of an external electric and magnetic field, while the imaginary parts (ε′′ and μ′′) are relevant to the dissipation capability of electric and magnetic energy.37 Owing to the nonmagnetic MoO3@PPy and MoO2/NC nanocomposites, the complex permeability will be ignored. From Fig. 6a, it is obviously that the ε′ values of various samples almost remain constant within X band, indicating there is no occurrence of polarization lag. According to Dai' research,38 the ε′ results from the effect of conductivity and polarizations. In general, the dielectric behavior is mainly ascribed to multifarious polarizations which induced by electron, ion, interfacial, dipole and space-charge. However, the ion and electron polarization usually occur at high frequency such as PHz and THz.12 In this case, the enhancive ε′ for MoO2/NC–TPU hybrid is attributed to interfacial, dipole and space-charge polarizations. The interface generated among MoO2, N doped C and TPU will bring strong relaxation loss as a result of interfacial polarization. The N atoms in MoO2/NC heteronanowires destroy the balance of charge distribution on the original carbon lattice and act as polarized centers to generate dipolar polarization, leading to stronger dielectric loss. Additionally, the 1D structure and network are beneficial to create migration and hopping of electrons, thereby endowing space-charge polarization.39,40 In Fig. 6b, the ε′′ values of 20 wt% and 30 wt% MoO2/NC–TPU composites show a weakening trend with the increasing frequency. This can be explained by the free electron theory: ε′′ ≈ 1/2πε0ρf, where ρ is the resistivity and ε0 is the vacuum permittivity.41 This implies ε′′ is in inverse proportion to resistivity ρ. In other words, the ε′′ value is proportional to conductivity σ. Fig. 6d exhibits the σ values of MoO3, MoO3@PPy and MoO2/NC powder, which is correspond with the variation trend of ε′′ values. Obviously, the σ of MoO2/NC is much higher than that of MoO3 and MoO3@PPy due to the pyrolysis treatment. Thus, the ε′′ value of MoO2/NC–TPU composites is the highest, and it increases with the augment of filler amounts. The dielectric loss tangent (tanδ = ε′′/ε′) delegates the wave dissipation ability of an absorber. The higher tanδ contribute to losing more EMW energy. The tanδ values of MoO2/NC–TPU composites with filler content of 30 wt% and 40wt% shown in Fig. 6c are significantly higher than that of the others, which corresponds to the above RL curves (Fig. 5a). As aforementioned, our group selects TPU as matrix to satisfy the commercial application. The photograph inserted in Fig. 6a demonstrates that the addition of MoO2/NC powder does not affect the integral flexibility of TPU-based tablet.
Fig. 6 Frequency dependence on (a) real, (b) imaginary part of the complex permittivity and (c) dielectric loss in X band, (d) the powder electric conductivity of different samples within 2–20 MPa. |
Among the polarization process, most of the EM energy is irreversibly transformed into Joule thermal energy, which is regard as the Debye relaxation theory. Based on this theory, the relative complex permittivity can be written as:42,43
(5) |
(6) |
(7) |
According to eqn (6) and (7), the relationship between ε′ and ε′′ are described as:
(8) |
Therefore, the curve of ε′ versus ε′′ would produce a single semicircle, generally signified as the Cole–Cole semicircle.44 Each semicircle represents Debye dipolar relaxation. As depicted in Fig. 7a, there are several semicircle diagrams showing multiple Debye relaxation processes in the MoO2/NC–TPU composites, which stems from the polarization raised from heterogeneous interfaces and defects. With the fill loading increases to 30 wt% and 40 wt%, there is the upward tail appears in the curve, indicating the existence of conduction loss which caused by the formation of conductive network.17 Correspondingly, attenuation constant (α) is another key factor that should be considered for the EMW dissipation ability based on transmission line theory:45
(9) |
Fig. 7 (a) The ε′–ε′′ curves of MoO2/NC–TPU composites under different filler loadings; (b) attenuation constants of various samples. |
Generally speaking, the larger α is inclined to bring about more dielectric loss, which is advantageous to improve wave absorption performance. Fig. 7b shows the frequency dependence of α for various samples. It is worth noted that the 40 wt% MoO2/NC–TPU composites own the highest α value among these samples in the test frequency range and it basically enlarges with the increase of frequency. Nevertheless, the RLmin does not appear at the frequency which the maximum attenuation constant occurs, demonstrating that there are some other factors such as impedance match affecting the wave absorption performance. The variation trend of the attenuation constant among other samples is almost consistent with their corresponding RL curves.
Apart from the above description, the 1D heterogeneous MoO2/NC nanowires contribute to form interconnected conductive networks in TPU matrix. The conductive networks tend to decrease the energy barrier of electron hopping and provide longer transmission path for the migration of free carriers, leading to great enhancement for conduction loss according to the Debye theory and free electron theory. On the other hand, the heterogeneous nanostructure and netlike structure contribute to offering more active sites for multiple reflection/scattering and possessing many complicated interfaces which are conducive to obtain better dielectric loss properties.10,46 The relevant wave absorption mechanism can be exhibited in Fig. 8.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/d1ra09074g |
This journal is © The Royal Society of Chemistry 2022 |