arrow
Return

Thermodynamic Guidelines for Maximum Solubility

delete2022-02-02
delete10
PRE
AI
S
Shashwat Anand *
C
Chris Wolverton
G
G. Jeffrey Snyder
DOI:10.1021/acs.chemmater.1c03715delete
deleteOriginal
deleteOriginal request for help
deleteShare
deleteSave
Abstract

Abstract

En 中文
When attempting to synthesize a doped compound, it is natural to prepare nominal compositions that emulate changes due to the expected defect. In systems with three or more components, simply forming multiphase samples along these intended compositions does not necessarily ensure achieving the actual maximum solubility of the added component. With several examples, we show cases where the solubility limit was mistakenly underestimated. The study of the true maximum solubility in such complex materials can be quite intensive and can benefit from simplifying initial assessments, which are guided by thermodynamics. Using defect thermodynamics, we summarize in simple graphical guidelines how the maximum dopant solubility caused by neutral and charged defects can be identified using the stoichiometry of the impurity phases in equilibrium. These predictive guidelines-applicable to systems regardless of number of elements involved-justify why the intuitive nominal (or intended) compositions should yield maximum solubility due to the expected defect but only if (a) the nominal composition is accurate (no inadvertent loss of a component) and (b) the oppositely charged defects that are more sensitive to chemical conditions form in relatively smaller amounts. In a real system where the nominal composition is not perfectly accurate, observing impurity phases whose stoichiometries are consistent with the guidelines (for the expected defect) is necessary to establish the true maximum solubility limit.
Keywords:
THERMOELECTRIC PROPERTIES
HIGH FIGURE
DISCOVERY
DEFECTS
MERIT

Journal

Chemistry of Materials cover
Chemistry of Materials
IF:
7
Papers:
2.8W
Citations:
11.4W

Organization

N
Northwestern University
Scholars:
6.2W
Papers: 5.3W
Citations: 3.9K
Cited Papers

Cited Papers

SnTe-AgBiTe2 as an efficient thermoelectric material with low thermal conductivity
err2014-01-01
err155
errOAAI
errTan, Gangjian; Shi, Fengyuan; Sun, Hui; Zhao, Li-Dong; Uher, Ctirad; Dravid, Vinayak P.; Kanatzidis, Mercouri G.
errShare
errSave
Charge-Compensated Compound Defects in Ga-containing Thermoelectric Skutterudites
err2013-02-06
err118
errOAAI
errQiu, Yuting; Xi, Lili; Shi, Xun; Qiu, Pengfei; Zhang, Wenqing; Chen, Lidong; Salvador, James R.; Cho, Jung Y.; Yang, Jihui; Chien, Yuan-chun; Chen, Sinn-wen; Tang, Yinglu; Snyder, G. Jeffrey
errShare
errSave
Achieving zT > 1 in Inexpensive Zintl Phase Ca9Zn4+xSb9 by Phase Boundary Mapping
err2017-03-29
err144
errOAAI
errOhno, Saneyuki; Aydemir, Umut; Amsler, Maximilian; Pohls, Jan-Hendrik; Chanakian, Sevan; Zevalkink, Alex; White, Mary Anne; Bux, Sabah K.; Wolverton, Chris; Snyder, G. Jeffrey
errShare
errSave
Carrier density control in Cu2HgGeTe4 and discovery of Hg2GeTe4 via phase boundary mapping
err2019-01-01
err27
PREAI
errOrtiz, Brenden R.; Gordiz, Kiarash; Gomes, Lidia C.; Braden, Tara; Adamczyk, Jesse M.; Qu, Jiaxing; Ertekin, Elif; Toberer, Eric S.
errShare
errSave
Visualizing defect energetics
err2021-01-01
err11
PREAI
errAnand, Shashwat; Male, James P.; Wolverton, Chris; Snyder, G. Jeffrey
errShare
errSave
errShare
errSave
Phase Boundary Mapping in ZrNiSn Half-Heusler for Enhanced Thermoelectric Performance
errRESEARCH
IF10.7
err2020-01-30
err38
errOAAI
errLi, Xiaofang; Yang, Pengbo; Wang, Yumei; Zhang, Zongwei; Qin, Dandan; Xue, Wenhua; Chen, Chen; Huang, Yifang; Xie, Xiaodong; Wang, Xinyu; Yang, Mujin; Wang, Cuiping; Cao, Feng; Sui, Jiehe; Liu, Xingjun; Zhang, Qian
errShare
errSave
Impact of Ni content on the thermoelectric properties of half-Heusler TiNiSn
err2018-01-01
err104
PREAI
errTang, Yinglu; Li, Xiaoshuang; Martin, Lukas H. J.; Reyes, Eduardo Cuervo; Ivas, Toni; Leinenbach, Christian; Anand, Shashwat; Peters, Matthew; Snyder, G. Jeffrey; Battaglia, Corsin
errShare
errSave
researcher View more