Zobrazeno 1 - 4
of 4
pro vyhledávání: '"Ki Wook Bae"'
Autor:
Junsang Cho, Taegyu Park, Ki Wook Bae, Hyun-Sik Kim, Soon-Mok Choi, Sang-il Kim, Sung Wng Kim
Publikováno v:
Materials, Vol 14, Iss 14, p 4029 (2021)
Compositional tuning is one of the important approaches to enhance the electronic and thermal transport properties of thermoelectric materials since it can generate point defects as well as control the phase evolution behavior. Herein, we investigate
Externí odkaz:
https://doaj.org/article/460a23cef92b49fe9b6cb2913f3e6f15
Autor:
Ki Wook Bae, Jeong Yun Hwang, Sang-il Kim, Hyung Mo Jeong, Sunuk Kim, Jae-Hong Lim, Hyun-Sik Kim, Kyu Hyoung Lee
Publikováno v:
Applied Sciences, Vol 10, Iss 14, p 4963 (2020)
Herein we report a significantly reduced lattice thermal conductivity of Sb-doped Hf0.35Zr0.35Ti0.3NiSn half-Heusler alloys with sub-micron grains (grain size of ~300 nm). Polycrystalline bulks of Hf0.35Zr0.35Ti0.3NiSn1−xSbx (x = 0.01, 0.02, 0.03)
Externí odkaz:
https://doaj.org/article/a06c9023d6cc4bb99c793b39a2576e7a
Autor:
Ki Wook Bae, Soon-Mok Choi, Junsang Cho, Sung Wng Kim, Hyun-Sik Kim, Sang-Il Kim, Taegyu Park
Publikováno v:
Materials
Volume 14
Issue 14
Materials, Vol 14, Iss 4029, p 4029 (2021)
Volume 14
Issue 14
Materials, Vol 14, Iss 4029, p 4029 (2021)
Compositional tuning is one of the important approaches to enhance the electronic and thermal transport properties of thermoelectric materials since it can generate point defects as well as control the phase evolution behavior. Herein, we investigate
Autor:
Hyung Mo Jeong, Kyu Hyoung Lee, Jeong Yun Hwang, Sun-Uk Kim, Ki Wook Bae, Jae-Hong Lim, Hyun-Sik Kim, Sang-Il Kim
Publikováno v:
Applied Sciences
Volume 10
Issue 14
Applied Sciences, Vol 10, Iss 4963, p 4963 (2020)
Volume 10
Issue 14
Applied Sciences, Vol 10, Iss 4963, p 4963 (2020)
Herein we report a significantly reduced lattice thermal conductivity of Sb-doped Hf0.35Zr0.35Ti0.3NiSn half-Heusler alloys with sub-micron grains (grain size of ~300 nm). Polycrystalline bulks of Hf0.35Zr0.35Ti0.3NiSn1&minus
xSbx (x = 0.01, 0.0
xSbx (x = 0.01, 0.0