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A strategy to optimize the thermoelectric performance in a spark plasma sintering process.


ABSTRACT: Spark plasma sintering (SPS) is currently widely applied to existing alloys as a means of further enhancing the alloys' figure of merit. However, the determination of the optimal sintering condition is challenging in the SPS process. This report demonstrates a systematic way to independently optimize the Seebeck coefficient S and the ratio of electrical to thermal conductivity (?/?) and thus achieve the maximum figure of merit zT = S(2)(?/?)T. Sb2-xInxTe3 (x = 0-0.2) were chosen as examples to validate the method. Although high sintering temperature and pressure are helpful in enhancing the compactness and electrical conductivity of pressed samples, the resultant deteriorated Seebeck coefficient and increasing thermal conductivity eventually offset the benefit. We found that the optimal sintering temperature coincides with temperatures at which the maximum Seebeck coefficient begins to degrade, whereas the optimal sintering pressure coincided with the pressure at which the ?/? ratio reaches a maximum. Based on this principle, the optimized sintering conditions were determined, and the zT of Sb1.9In0.1Te3 is raised to 0.92 at 600 K, showing an approximately 84% enhancement. This work develops a facile strategy for selecting the optimal SPS sintering condition to further enhance the zT of bulk specimens.

SUBMITTER: Chiu WT 

PROVIDER: S-EPMC4791595 | biostudies-literature | 2016 Mar

REPOSITORIES: biostudies-literature

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A strategy to optimize the thermoelectric performance in a spark plasma sintering process.

Chiu Wan-Ting WT   Chen Cheng-Lung CL   Chen Yang-Yuan YY  

Scientific reports 20160315


Spark plasma sintering (SPS) is currently widely applied to existing alloys as a means of further enhancing the alloys' figure of merit. However, the determination of the optimal sintering condition is challenging in the SPS process. This report demonstrates a systematic way to independently optimize the Seebeck coefficient S and the ratio of electrical to thermal conductivity (σ/κ) and thus achieve the maximum figure of merit zT = S(2)(σ/κ)T. Sb2-xInxTe3 (x = 0-0.2) were chosen as examples to v  ...[more]

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