2022
DOI: 10.1016/j.ceramint.2022.01.119
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Experimental estimation of the Lorenz number and scattering parameter for p-type bismuth antimony telluride via multiple doping under constant temperature conditions

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Cited by 2 publications
(3 citation statements)
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“…This approach would typically be applied for a series of materials that have the same or similar value of L but differing magnitudes of κ E . Early models for the Lorenz number were designed based on this isothermal approach, and this direct approach has been used in several recent probes of the experimental Lorenz number of bismuth antimony telluride . A similar approach was also introduced by Lukas et al for doped bismuth telluride and bismuth–antimony alloys…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…This approach would typically be applied for a series of materials that have the same or similar value of L but differing magnitudes of κ E . Early models for the Lorenz number were designed based on this isothermal approach, and this direct approach has been used in several recent probes of the experimental Lorenz number of bismuth antimony telluride . A similar approach was also introduced by Lukas et al for doped bismuth telluride and bismuth–antimony alloys…”
Section: Resultsmentioning
confidence: 99%
“…Early models for the Lorenz number were designed based on this isothermal approach, 66 and this direct approach has been used in several recent probes of the experimental Lorenz number of bismuth antimony telluride. 67 A similar approach was also introduced by Lukas et al for doped bismuth telluride and bismuth−antimony alloys. 68 Here, we find that, at room temperature, a plot of κ total vs σ for the samples in the CaAgSb 1−x Bi x series yields a linear trend (Figure 8c inset), suggesting that the L does not vary strongly at room temperature as a function of either Bi content or crystal structure.…”
Section: Phase Identificationmentioning
confidence: 96%
“…As we know, at temperatures close to 300 K or lower, bipolar effects are likely to be negligible, so the phonon thermal conductivity (κ lat ) can be obtained simply by subtracting the electronic thermal conductivity (κ ele ) from the total thermal conductivity (κ). We employed the Wiedemann−Franz Law to estimate the κ ele , given by κ ele = LσT, where L represents the Lorenz number, which can be determined by considering the scattering parameter and the measured Seebeck coefficient [25]. Due to the nonlinear variation of the sample's R ′ , the error in thermal conductivity above 360 K is significant, highlighting the limitations encountered in this measurement.…”
Section: Thermal Conductivity Measurements Of Filmmentioning
confidence: 99%