Liming
Wang
abc,
Qin
Yao
*ab,
Wei
Shi
abc,
Sanyin
Qu
ab and
Lidong
Chen
*abd
aState Key Laboratory of High Performance Ceramics and Superfine Microstructure, Shanghai Institute of Ceramics, Chinese Academy of Sciences, Shanghai 200050, China. E-mail: yaoqin@mail.sic.ac.cn; cld@mail.sic.ac.cn
bCAS Key Laboratory of Materials for Energy Conversion, Shanghai Institute of Ceramics, Chinese Academy of Sciences, Shanghai 200050, China
cUniversity of Chinese Academy of Sciences, Beijing 100049, China
dShanghai Institute of Materials Genome, Shanghai 200050, China
First published on 1st November 2016
We have developed a novel strategy to in situ synthesize water-soluble ternary PANI/SWNT/Te nanocomposites with uniform structures and high thermoelectric (TE) properties. An abnormally high Seebeck coefficient was obtained for the ternary PANI/SWNT/Te nanocomposite films due to the energy filtering effect at the interfaces of PANI/SWNTs and PANI/Te, while the electrical conductivity still remained relatively high. As a result, the TE power factor of the ternary composite films was up to 101 μW m−1 K−2, which was much higher than that of the individual components (PANI, SWNTs and Te nanorods). Moreover, a TE module made up of the ternary PANI/SWNT/Te nanocomposite films was fabricated, which was able to generate a high power density of 62.4 μW cm−2. Our results reveal a successful approach through designing the nanostructures and energy barriers of ternary nanocomposites to improve the TE properties of PANI.
In recent years, conducting polymers such as polyaniline (PANI), poly(3-hexylthiophene) (P3HT) and poly(3,4-ethylenedioxythiophene) (PEDOT) have been of increasing interest as a new type of TE materials due to their low cost, light weight, flexibility, easy synthesis and intrinsic low thermal conductivity.8–22 The TE properties and the corresponding methods to enhance the TE properties of the conducting polymers have been widely studied, such as enhancing the molecular chain ordering,23 controlling the doping level,13,24 or compounding conducting polymers with organic or inorganic fillers to prepare binary nanocomposites.3,8,25,26 Among them, the last has emerged as a promising strategy to gain factorial enhancement in ZT, owing to the reduction in κ arising from enhanced phonon scattering at interfaces, and the increase in S2σ resulting from the combination of unique properties of the individuals.27–33 More importantly, the Seebeck coefficient of the nanocomposites can be largely enhanced due to the energy filtering effect, in which only carriers with high energy are preferentially allowed to cross the energy barrier at the interfaces.8,26,32–34
Most recently, rational preparation of multiphase nanocomposites has started to attract attention for the successful engineering of carrier scattering within the system. By modulating the energy barrier and designing the nanostructure in multiphase nanocomposites, large gains in the Seebeck coefficient can be realized while only a modest decrease in electrical conductivity occurs.35 For example, up to 22% enhancement of the power factor was reported in PEDOT:PSS/Te-Cu1.75Te nanocomposites resulting from the preferential scattering of low energy carriers.35 Likewise, Kim et al.36 obtained a high power factor of 143 μW m−1 K−2 at 300 K in ternary PEDOT/graphene/Te hybrids based on double carrier filtering processes at the interfaces. However, successful examples of multiphase polymer based nanocomposites with a high TE performance are very few in number and typically involve PEDOT. More successful cases are expected to demonstrate its universality, especially in other promising candidates for organic TE materials such as PANI.
In this work, we report ternary PANI based nanocomposites with high TE properties based on the effective energy filtering effect for the first time, by using poly(styrenesulfonic acid) (PSSA) doped PANI as the polymer matrix while using single-walled carbon nanotubes (SWNTs) and Te nanorods as the fillers. The Seebeck coefficient of the ternary nanocomposite films was significantly higher than the calculated values according to the mixture rule, while the electrical conductivity of the ternary nanocomposite films was normal. Under the optimal conditions, the ternary nanocomposite films displayed an excellent power factor of 101 μW m−1 K−2, which was much higher than that of the individual components (PANI films, SWNT films, and Te nanorod films).
The microstructural morphology of the prepared PANI, PANI/SWNT nanocomposites and PANI/SWNT/Te nanocomposites was characterized using SEM and TEM. Observed from the SEM image (Fig. 1b) and the TEM image (Fig. 1e), the prepared PANI exhibited a granular structure dozens of nanometers in diameter. Meanwhile, there were some small pores on the surface of the PANI film. When polymerized with SWNTs, the SWNTs were well dispersed and formed a 3D network in the PANI matrix, as shown in Fig. 1c and f. For the ternary PANI/SWNT/Te nanocomposites, SWNTs and Te nanorods can be seen in the PANI matrix from the SEM image of the nanocomposite film (Fig. 1d). The Te nanorods showed a uniform structure 25–50 nm in diameter and 0.5–1 μm in length (Fig. 1d and Fig. S3, ESI†). Both the SWNTs and Te nanorods were coated with PANI, forming core–shell structures with a large quantity of PANI/SWNTs and PANI/Te interfaces in the ternary nanocomposites, as shown in Fig. 1g. The microstructural morphology results suggest that the water-soluble and uniform ternary PANI/SWNT/Te nanocomposites were successfully fabricated with water-soluble PANI molecules growing and enwrapping on the surfaces of SWNTs and Te nanorods.
Furthermore, XRD patterns, FT-IR spectra, and Raman spectra were collected to demonstrate the components of the synthesized samples. Fig. 2a presents the XRD patterns of the PANI film, the PANI/SWNT nanocomposite film, and the PANI/SWNT/Te nanocomposite film. The XRD pattern of the PANI film did not have obvious peaks due to the amorphous structure. The XRD pattern of the PANI/SWNT nanocomposite film exhibited a broad diffraction peak at 2θ = 25.6°, which is derived from the (002) graphite plane of the SWNTs. In the case of the PANI/SWNT/Te samples (see Fig. 2a and Fig. S4, ESI†), several obvious peaks were observed, which were hexagonal tellurium diffraction peaks with all peaks matching those in the reference JCPDS card (No. 36-1452).39,40 The PANI molecular structure in all samples were characterized via FT-IR measurements. As shown in Fig. 2b, no obvious difference was observed in the FT-IR spectra of the PANI film, the PANI/SWNT nanocomposite film, and the PANI/SWNT/Te nanocomposite film. The peaks at 1633 cm−1 and 1312 cm−1 correspond to the CC stretching of the quinoid rings and the C–N stretching in the PANI molecular chains. The three peaks of C–H stretching vibration at 2968 cm−1, 2927 cm−1 and 2856 cm−1, as well as the peak of C–H bending vibration at 1401 cm−1 proved the presence of PSS− in the composites. In addition, the presence of PSS− in the composites was also confirmed by the peaks of asymmetric and symmetric SO stretching at 1081 cm−1 and 1043 cm−1, respectively.41Fig. 2c shows the Raman spectra of the synthesized samples. Compared with the PANI film, the G band and 2D band of the SWNTs were observed in the PANI/SWNT nanocomposite film and the PANI/SWNT/Te nanocomposite film. All these results demonstrate that the ternary PANI/SWNT/Te nanocomposite films were successfully prepared.
The in-plane electrical conductivity, the Seebeck coefficient and the power factor of the PANI/SWNT/Te nanocomposite films as a function of Te content are shown in Fig. 3. As a comparison, PANI/Te nanocomposite films were also prepared and their TE properties are shown in Fig. 3. The electrical conductivity and the Seebeck coefficient of the PANI/Te nanocomposite films simultaneously increased with the increase in Te content. The optimal power factor of the PANI/Te nanocomposite films reached 16 μW m−1 K−2 with 50 wt% Te content, which may be ascribed to the higher electrical conductivity and the Seebeck coefficient of the Te nanorods (∼2 S cm−1 and ∼340 μV K−1) compared with the PANI film. For the PANI/SWNT/Te nanocomposite films, the electrical conductivity and the Seebeck coefficient showed an inverse variation trend with the content of Te nanorods. The electrical conductivity of the PANI/SWNT/Te nanocomposite films decreased with the increase in Te content. This was mainly because of the low carrier concentration and carrier mobility of the Te nanorods, as both the carrier concentration and carrier mobility of the ternary PANI/SWNT/Te composite films decreased with increasing Te content (Fig. S5, ESI†). Meanwhile, the Seebeck coefficient increased with the increase in Te content due to the high Seebeck coefficient of the Te nanorods. Consequently, the power factor firstly increased with increasing Te content, then decreased when the Te content was above 10%. At the optimal Te content of 10 wt%, the ternary composite film had a relatively high electrical conductivity of 345 S cm−1 and a relatively high Seebeck coefficient of 54 μV K−1, leading to a maximum power factor up to 101 μW m−1 K−2, which was much higher than that of the individual components (PANI, SWNTs and Te nanorods), as shown in Fig. 3d.
The electrical conductivity and the Seebeck coefficient of a binary composite system can be estimated based on either the parallel or series connected mixture model, and the measured values were generally between the values based on a parallel connected mixture model and the values based on a series connected mixture model.42 The PANI/SWNT/Te hybrids can be regarded as the PANI/SWNT matrix compounding with the Te nanorods. So the electrical conductivity and the Seebeck coefficient of the PANI/SWNT/Te hybrid films can be calculated using the following expressions:
σ(parallel) = σTexTe + σP/C(1 − xTe) | (1) |
(2) |
(3) |
(4) |
(5) |
The calculated electrical conductivity and the Seebeck coefficient of the PANI/SWNT/Te nanocomposite films are listed in Tables 1 and 2, respectively. The experimental electrical conductivity of the PANI/SWNT/Te nanocomposite films was between the calculated values (see Table 1); while the experimental Seebeck coefficient of the ternary nanocomposite films was significantly larger than both S(parallel) and S(series), as given in Table 2. For instance, the Seebeck coefficient of the PANI/SWNT/Te composite film with a 10 wt% Te content was measured to be 54 μV K−1, which is about two times of the calculated value (22–27 μV K−1). Previous studies have indicated that the energy filtering effect existed in organic/inorganic nanocomposites, and that carriers with a high energy were preferentially allowed to cross the energy barrier at the interface, thereby leading to an enhancement in the Seebeck efficient.8,33 This effect was more effective when the additives possessed one-dimensional morphology.32 In the present ternary nanocomposites, both the SWNTs and Te nanorods had a one-dimensional morphology, and two different interfaces (PANI/SWNTs and PANI/Te) occurred. The obvious enhancement in the Seebeck coefficient of the PANI/SWNT/Te nanocomposite films may be attributed to the synergetic energy filtering effect at the two interfaces of PANI/SWNTs and PANI/Te. The PANI/SWNT and PANI/Te interfacial band diagram is illustrated in Fig. 4. The band gap of bulk Te was 0.33 eV and the Fermi level (Ef) was close to the valence band (VB).43 The work function of the Te nanorods was assumed to be 4.95 eV, the same as that of bulk Te.36 The work functions of PSSA doped PANI and SWNTs were assumed to be 5.27 eV and 4.8 eV according to previous reports.44,45 Qualitatively, two different interfacial energy barriers at the PANI/SWNT and PANI/Te interfaces effectively scattered carriers with a low energy, and high-energy carriers were selectively allowed to cross. As a result, the Seebeck coefficient as well as the power factor of the PANI/SWNT/Te nanocomposite films was greatly enhanced. It is noteworthy that further precise and direct experimental results are needed to better illustrate the energy filtering effect.
Te weight fraction (wt%) | σ(experimental) (S cm−1) | σ(parallel) (S cm−1) | σ(series) (S cm−1) |
---|---|---|---|
4 | 492 | 502 | 77 |
10 | 345 | 484 | 34 |
16 | 253 | 466 | 21 |
30 | 136 | 418 | 11 |
Te weight fraction (wt%) | S(experimental) (μV K−1) | S(parallel) (μV K−1) | S(series) (μV K−1) |
---|---|---|---|
4 | 35 | 22 | 24 |
10 | 54 | 22 | 27 |
16 | 61 | 22 | 30 |
30 | 73 | 22 | 39 |
The in-plane thermal conductivity of the thin films is difficult to accurately measure based on our experimental equipment. The thermal conductivity of all the films is measured in the out-of-plane direction at room temperature and the corresponding results are given in Fig. 5. All the ternary PANI/SWNT/Te composite films displayed very low thermal conductivity in the range of 0.2−0.4 W m−1 K−1. The low thermal conductivity can be attributed to the fact that there were SWNTs and Te nanorods of variable nanometric diameters embedded in the PANI matrix. They would act as effective scattering centers for phonons and then decrease the thermal conductivity (as illustrated in Fig. S6, ESI†). Table 3 lists a comparison of the room-temperature TE properties of some typical conducting polymer based hybrid materials with the water-soluble ternary PANI/SWNT/Te hybrids in this work. Obviously, the TE properties of the PANI/SWNT/Te composite films were at a high level and their good water-solubility made them more competitive.
Materials | Electrical conductivity (S cm−1) | Seebeck coefficient (μV K−1) | Thermal conductivity (W m−1 K−1) | Power factor (μW m−1 K−2) | Solvent | Ref. |
---|---|---|---|---|---|---|
PANI/SWNTs | 31.53 | 45.4 | 6.50 | Water | 46 | |
PANI/SWNTs | 769 | 65 | 0.43 | 176 | m-Cresol | 28 |
PANI/Te | 102 | 102 | 0.21 | 105 | m-Cresol | 29 |
PEDOT:PSS/SWNTs | 400 | 25 | ∼0.4 | 25 | Water | 7 |
PEDOT:PSS/Te | 19.3 | 163 | 0.22–0.3 | 70.9 | Water | 33 |
PANI/SWNT/Te | 345 | 54 | 0.3 | 101 | Water | This work |
Subsequently, a TE module composed of a series connected 4 p-type legs was fabricated using the ternary PANI/SWNT/Te nanocomposite films with a 10 wt% Te content, as shown in Fig. S7 (ESI†). No n-type leg was used. The 4 p-type legs were connected using silver adhesive. Each leg was ∼50 mm long, ∼20 mm wide, and ∼20 μm thick. The module resistance was measured to be ∼15 Ω. To measure the output power, a variable load resistance was in series with the prepared module. The maximum output power reached 1 μW at ΔT = 40 K when the load resistance matched the resistance of the module (Fig. 6a). The output voltage increased almost proportionally to ΔT while the output power was in a parabolic curve relationship with current (Fig. 6b). Fig. 6c and d show the open-circuit voltage and power density of the thermoelectric module as a function of temperature difference for the measured results and the ideal model. The measured open-circuit voltage and power density of the TE module were only slightly lower than the ideal values due to inevitable contact resistance. Finally, the module was capable of attaining a power density of 62.4 μW cm−2 at ΔT = 40 K.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c6qm00188b |
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