Alex Zevalkink (1641010)Wolfgang G. Zeier (1476598)Ethan Cheng (1736482)Jeffrey Snyder (1736479)Jean-Pierre Fleurial (1736485)Sabah Bux (1641001)
Classically, Zintl phases are defined\nas valence-precise line compounds\nand are thus expected to exhibit intrinsic semiconducting behavior.\nContradicting this definition are <i>A</i>Zn<sub>2</sub>Sb<sub>2</sub> Zintl compounds (<i>A</i> = Ca, Sr, Eu,\nYb), which exhibit metallic behavior due to high concentrations of\ncation vacancies, according to recent density functional calculations.\nHere, we use synchrotron diffraction and high-temperature electronic\nand thermal transport properties to show that the phase width of Yb<sub>1−δ</sub>Zn<sub>2</sub>Sb<sub>2</sub> is wide enough\nto allow for significant variation and optimization of the thermoelectric\nproperties within the single phase region. Samples with nominal compositions\nof Yb<sub><i>x</i></sub>Zn<sub>2</sub>Sb<sub>2</sub> (0.98\n< <i>x</i> < 1.05) were synthesized using a solid-state\nprocess. With decreasing synthetic Yb content, synchrotron X-ray diffraction\nreveals decreased lattice parameters, decreased occupancy of the Yb\nsite, and a relaxation of the tetrahedral angles within the Zn<sub>2</sub>Sb<sub>2</sub> sheets. In Yb-deficient samples, the carrier\nconcentration can be controlled by varying <i>x</i>, whereas,\nin samples with excess Yb, the carrier concentration remains constant\nand <i>p</i>-type. Fully intrinsic semiconducting behavior\nwas not obtained, suggesting that a slightly Yb-deficient composition\nis thermodynamically preferable to the valence-precise stoichiometry\nof δ = 0. Tuning the vacancy concentration provides a new route\nto controlling the electronic properties in Yb<sub>1−δ</sub>Zn<sub>2</sub>Sb<sub>2</sub> and leads to a 50% improvement in the\nthermoelectric figure of merit (<i>zT</i> = 0.85 at 773\nK) compared to previously reported values for unalloyed YbZn<sub>2</sub>Sb<sub>2</sub>.
Ting Zhou (38572)Zhenzhen Feng (316010)Jun Mao (1504273)Jing Jiang (130103)Hangtian Zhu (2210185)David J. Singh (535229)Chao Wang (146527)Zhifeng Ren (1440313)
Jianghe Feng (5279270)Wu Wang (2275564)Shan Huang (282228)BinBin Jiang (9928853)Bin Zhu (182882)Yi Zhou (2723)Juan Cui (162140)PeiJian Lin (9928856)Lin Xie (136792)JiaQing He (9928859)
David J. Berg (1887763)Richard A. Andersen (244546)
Sevilay Demi̇rci̇ (2828537)Vedat Adıgüzel (2828534)Ömer Şahi̇n (2828531)
Jeongho Yeon (1406326)Sang-Hwan Kim (527119)Sau Doan Nguyen (1985821)Hana Lee (445860)P. Shiv Halasyamani (1261704)