材料科学
压电
铁电性
电场
临界点(数学)
相变
临界性
凝聚态物理
铁学
实现(概率)
陶瓷
领域(数学)
量子临界点
电介质
光电子学
物理
量子相变
复合材料
统计
数学分析
核物理学
量子力学
数学
纯数学
作者
Florian Weyland,Matias Acosta,Jurij Koruza,Patrick Breckner,Jürgen Rödel,Nikola Novak
标识
DOI:10.1002/adfm.201602368
摘要
Compositional engineering with a focus on structural phase transitions has been considered as the most important approach for enhancement of the functional properties of ferroelectric materials due to the critical fluctuation of physical properties. Of special interest are electric‐field‐induced phase transitions, which can terminate in a liquid–vapor‐type critical point with a strong enhancement of functional properties. Whereas the critical point in liquid–vapor space considers changes in temperature and pressure, the critical point in this study is placed in electric field–temperature diagrams. In single crystals, temperature and electric field of a critical point are sharply defined and therefore not appealing for practical applications. However, in ceramics, it is demonstrated that the orientational dependence of the critical point leads to a broadened temperature and electric field range. The presence of a diffuse critical point in ceramics provides a conceptually novel approach for the enhancement of functional properties, such as piezoelectric and electrocaloric (EC) responses, as validated here on the example of the 0.75Bi 1/2 Na 1/2 TiO 3 ‐0.25SrTiO 3 lead‐free relaxor ferroelectric ceramics. The realization of a broad criticality range will further facilitate the development of the piezoelectric and EC materials and provide an alternative concept to manipulate the functional properties by application of an electric field.
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