Results 91 to 100 of about 18,116 (135)
Abstract Ceramics typically exhibit brittle characteristics at room temperature. However, under high compressive stress conditions, such as during nanoindentation or compression tests on nanopillars, these materials can reach the necessary shear stress for dislocation nucleation and glide before fracture occurs.
Shihao Zhang, Shigenobu Ogata
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Review of phase equilibria of the system BaO–TiO2
Abstract The system BaO–TiO2 plays a significant role in the field of functional ceramics owing to the existence of multiple dielectric, piezoelectric, and ferroelectric intermediate phases. Although the first binary phase diagram for this system was introduced in 1951, more than 70 years passed before construction of a complete phase diagram.
Tasmia Zaman+3 more
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Weakly‐coupled barium titanate stannate‐based relaxors as energy storage materials
This study explores the development of lead‐free relaxor ferroelectrics, specifically (1−x)Ba(Ti0.93Sn0.07)O3−xBiYO3 (BTS7‐BY) solid solutions, which offer potential for high‐efficiency energy storage applications. By adjusting the BiYO3 content, we achieved a transition from ferroelectric to weakly‐coupled relaxor behavior, resulting in improved ...
Eva Kröll+5 more
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Enhancing dielectric properties of BaZrTiO3 via controlled anatase/rutile core‐shell TiO2
Abstract Numerous studies are being conducted to develop novel materials capable of achieving ultrahigh dielectric constants. In this research, we focused on controlling oxygen vacancies and grain growth in dielectric materials to enhance their dielectric properties.
Wolil Nam+7 more
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The polar [NH4]M(HCO2)3 frameworks exhibit dielectric relaxation due to orientational disorder of the NH4, as identified by a multi‐technique examination of their structure and dynamics. Comprehensive Summary Neutron diffraction studies of the low‐temperature relaxor ferroelectric phases of [NH4]M(HCO2)3, where M = Mn2+ and Zn2+, show that a third of ...
Thomas J. Hitchings+7 more
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Dielectric properties of the ferroelectric ceramics [PDF]
The temperature and frequency dependences of the permittivity , the dielectric loss factor and the resistance R of the ceramic Ti in the interval 100-800C were studied. A ferroelectric phase transition at temperature C was observed. Hysteresis loops typical for ceramic ferroelectrics were observed. Relaxation maxima of the dielectric loss factor in the
I. S. Ivanov+2 more
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Some of the next articles are maybe not open access.
Fracture behavior of ferroelectric ceramics
SPIE Proceedings, 1999Piezoelectric actuators are key components in many smart structures applications. Long term reliability of these actuators becomes increasingly important as research makes the transition to commercial applications. Fracture toughness is a material parameter that measures a material's resistance to crack propagation.
Chen, Wei+2 more
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Ferroelectric and dielectric properties of ferrite-ferroelectric ceramic composites
Journal of Applied Physics, 2013Particulate composites of ferrite and ferroelectric phases with xNiFe2O4 (NF) and (1 − x)Pb0.988(Zr0.52Ti0.48)0.976Nb0.024O3 (where x = 2, 10, 20, 30, 50, 70, and 100 wt. %) were prepared in situ by sol-gel method. The presence of a diphase composition was confirmed by X-ray diffraction while the microstructure of the composites was studied by scanning
Ciomaga+15 more
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Viscoplastic models for ferroelectric ceramics [PDF]
Nonlinear hysteretic phenomena in polycrystalline ferroelectric ceramics are simulated using viscoplastic (rate-dependent) models without a switching condition. Viscoplastic models describe the domain structure evolution effectively: in terms of rate equations for the volume fractions of orientation variants.
A. Yu. Belov, Wolfgang S. Kreher
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Strong ultrasonic microwaves in ferroelectric ceramics [PDF]
It is well known that ferroelectric materials have piezoelectric properties which allow the transformation of electrical signals into mechanical signals and vice versa. The transducer action normally is restricted to frequencies up to the mechanical resonance frequency of the sample.
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