2020
DOI: 10.1021/acs.jpcc.0c09100
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Low Interfacial Energy Barrier and Improved Thermoelectric Performance in Te-Incorporated Polypyrrole

Abstract: Controlled carrier dynamics and energy band engineering in polymer systems can provide a wider scope for studying the thermoelectric (TE) performance of such systems. With such an objective, polypyrrole (PPy) powders were prepared, incorporating a small amount of tellurium (Te) during the polymerization of pyrrole. The polymerization process was conducted through an oxidative chemical polymerization technique using ammonium peroxydisulfate (APS) as an oxidizing agent. The crystal structure, morphological, opti… Show more

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Cited by 32 publications
(14 citation statements)
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“…Specifically, the two bands located at 933 and 966 cm –1 arise from the ring-deformation vibrations caused by the neutral state and the bipolaron state, respectively. , The band at around 1088 cm –1 is defined as the C–H in-plane deformation, while the band at 1238 cm –1 is attributed to the antisymmetrical C–H in-plane bending and ring-stretching vibrations, respectively . Besides, two characteristic bands corresponding to the C–C stretching and CC backbone stretching vibration modes for the pristine PPy appear at approximately 1373 cm –1 (denoted D band) and 1577 cm –1 (denoted G band), respectively, which are notably blue-shifted to larger wavenumber in the PPy/Te composites, indicating the occurrence of the effective charge transfer from the PPy conjugated chains to the Te due to the strong π–π interactions and van der Waals forces between them. , …”
Section: Results and Discussionmentioning
confidence: 99%
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“…Specifically, the two bands located at 933 and 966 cm –1 arise from the ring-deformation vibrations caused by the neutral state and the bipolaron state, respectively. , The band at around 1088 cm –1 is defined as the C–H in-plane deformation, while the band at 1238 cm –1 is attributed to the antisymmetrical C–H in-plane bending and ring-stretching vibrations, respectively . Besides, two characteristic bands corresponding to the C–C stretching and CC backbone stretching vibration modes for the pristine PPy appear at approximately 1373 cm –1 (denoted D band) and 1577 cm –1 (denoted G band), respectively, which are notably blue-shifted to larger wavenumber in the PPy/Te composites, indicating the occurrence of the effective charge transfer from the PPy conjugated chains to the Te due to the strong π–π interactions and van der Waals forces between them. , …”
Section: Results and Discussionmentioning
confidence: 99%
“…The PF of the composites best embodies the synergistic effects produced by a combination of a high σ from the PPy and a large S from the Te. Specifically, the PF curve of the composites goes through a process of rising first and then descending under the co-effect of increasing σ and decreasing S upon prolonging the deposition time of the PPy on the surfaces of the Te nanocrystals, and finally reaching a peak value of 234.3 ± 4.1 μW m –1 K –2 at 14 min of the PPy deposition, which is about 45 times higher than that of the pristine PPy film, 7 times higher than that of the pure Te, and nearly 10 times as much as that of the PPy/Te composites prepared by the chemical oxidation method . To the best of our knowledge, it almost equaled the value for the PPy-based composites (240.3 ± 5.0 μW m –1 K –2 ) .…”
Section: Results and Discussionmentioning
confidence: 99%
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“…Therefore, high-performance, low-toxic, and high-stability F-TEGs are the most promising candidates to meet the demand of the future electronic market [33][34][35] . Similar to conventional TE devices, the structure of F-TEGs can be described as the combination of several pairs of p-and n-type TE materials, as shown in Figure 1C [1,[36][37][38] .…”
Section: Introductionmentioning
confidence: 99%
“…Those two peaks were usually reported in bulk PPy film , where an adhesion strength between the PPy and the substrate is expected to be stronger . On the contrary, these peaks are not distinct nor easily observed in nanostructures. , The SERS EF can be calculated using the peak intensity obtained in the metal-NPs-decorated PPy NW (PPy MetalNPs NW) and the PPy NW (see Experimental Section for details). The SERS EF is calculated as 1,000 ± 50 from the peak of CC stretching and as 2,000 ± 100 from the peak of ring stretching.…”
mentioning
confidence: 98%