2022
DOI: 10.1039/d1ta09377k
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Conduction band engineering of half-Heusler thermoelectrics using orbital chemistry

Abstract: Semiconducting half-Heusler (HH, XYZ) phases are promising thermoelectric materials owing to their versatile electronic properties. Because the valence band of half-Heusler phases benefits from the valence band extrema at several...

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Cited by 36 publications
(38 citation statements)
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“…c) The energy of the L VBM decreases relative to that of the Γ VBM when the difference in group number (Y-X) increases, [40] and d) the energy of the X 3 CBM decreases relative to the energy of the X 2 CBM as the group number difference increases. [42] The Fermi surfaces in (a) and the plot in (c) are adapted with permission. [40] Copyright 2020, Maxwell T. Dylla et al Exclusive Licensee Science and Technology Review Publishing House.…”
Section: Avoided Crossings In the Hh Electronic Structurementioning
confidence: 99%
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“…c) The energy of the L VBM decreases relative to that of the Γ VBM when the difference in group number (Y-X) increases, [40] and d) the energy of the X 3 CBM decreases relative to the energy of the X 2 CBM as the group number difference increases. [42] The Fermi surfaces in (a) and the plot in (c) are adapted with permission. [40] Copyright 2020, Maxwell T. Dylla et al Exclusive Licensee Science and Technology Review Publishing House.…”
Section: Avoided Crossings In the Hh Electronic Structurementioning
confidence: 99%
“…That is, decreasing the group number difference between X and Y increases the energy of the X 3 CBM relative to the X 2 CBM (Figure 2b–d). [ 42 ] Thus, tuning the VBs and CBs is chemically quite simple: adjust the group number of the X and Y elements, with secondary effects from the electronegativity.…”
Section: Introductionmentioning
confidence: 99%
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“…Furthermore, it does not explain semiconducting properties in emerging examples of defective ternary compounds such as Nb 0.8 CoSb and nontransition metals based Heusler types at other electron counts (e.g., VEC = 8 for LiAlSi, and VEC = 27 for DyNiSb). Since semiconducting properties, atomic contributions to electronic structure, , and compositional stability are all essential to understand the thermoelectric properties of defective Heuslers, it is important to understand them using a single framework which explains the TiFe 1.5 Sb example.…”
mentioning
confidence: 99%
“…Currently, the semiconducting properties of TiFe 1.5 Sb are rationalized using the Slater−Pauling rule, 8,14 Since semiconducting properties, atomic contributions to electronic structure, 20,21 and compositional stability are all essential to understand the thermoelectric properties of defective Heuslers, it is important to understand them using a single framework which explains the TiFe 1.5 Sb example. The Zintl interpretation of half-Heusler semiconductors 22 allows for understanding Heusler semiconductors as ionic compounds despite their intermetallic chemistry.…”
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confidence: 99%