A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics

A fracture strength model applied at room temperature for embedded elliptical crack in brittle solid was obtained. With further research on the effects of various physical mechanisms on material strength, a thermo-damage strength model for ultra-high-temperature ceramics was applied to each temperat...

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Main Authors: Ruzhuan Wang, Weiguo Li
Format: Article
Language:English
Published: MDPI AG 2015-08-01
Series:Materials
Subjects:
Online Access:http://www.mdpi.com/1996-1944/8/8/5018
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spelling doaj-bb54488220b4473aab5f0b3cad843c542020-11-24T23:05:08ZengMDPI AGMaterials1996-19442015-08-01885018502710.3390/ma8085018ma8085018A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature CeramicsRuzhuan Wang0Weiguo Li1Chongqing Key Laboratory of Heterogeneous Material Mechanics, College of Aerospace Engineering, Chongqing University, Chongqing 400030, ChinaChongqing Key Laboratory of Heterogeneous Material Mechanics, College of Aerospace Engineering, Chongqing University, Chongqing 400030, ChinaA fracture strength model applied at room temperature for embedded elliptical crack in brittle solid was obtained. With further research on the effects of various physical mechanisms on material strength, a thermo-damage strength model for ultra-high-temperature ceramics was applied to each temperature phase. Fracture strength of TiC and the changing trends with elliptical crack shape variations under different temperatures were studied. The study showed that under low temperature, the strength is sensitive to the crack shape variation; as the temperature increases, the sensitivities become smaller. The size of ellipse’s minor axes has great effect on the material strength when the ratio of ellipse’s minor and major axes is lower than 0.5, even under relatively high temperatures. The effect of the minor axes of added particle on material properties thus should be considered under this condition. As the crack area is set, the fracture strength decreases firstly and then increases with the increase of ratio of ellipse’s minor and major axes, and the turning point is 0.5. It suggests that for the added particles the ratio of ellipse’s minor and major axes should not be 0.5. All conclusions significantly coincided with the results obtained by using the finite element software ABAQUS.http://www.mdpi.com/1996-1944/8/8/5018embedded elliptical crackultra-high-temperature ceramicsfracture strengththeoretical modelABAQUS
collection DOAJ
language English
format Article
sources DOAJ
author Ruzhuan Wang
Weiguo Li
spellingShingle Ruzhuan Wang
Weiguo Li
A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
Materials
embedded elliptical crack
ultra-high-temperature ceramics
fracture strength
theoretical model
ABAQUS
author_facet Ruzhuan Wang
Weiguo Li
author_sort Ruzhuan Wang
title A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
title_short A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
title_full A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
title_fullStr A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
title_full_unstemmed A Model for Determining Strength for Embedded Elliptical Crack in Ultra-high-temperature Ceramics
title_sort model for determining strength for embedded elliptical crack in ultra-high-temperature ceramics
publisher MDPI AG
series Materials
issn 1996-1944
publishDate 2015-08-01
description A fracture strength model applied at room temperature for embedded elliptical crack in brittle solid was obtained. With further research on the effects of various physical mechanisms on material strength, a thermo-damage strength model for ultra-high-temperature ceramics was applied to each temperature phase. Fracture strength of TiC and the changing trends with elliptical crack shape variations under different temperatures were studied. The study showed that under low temperature, the strength is sensitive to the crack shape variation; as the temperature increases, the sensitivities become smaller. The size of ellipse’s minor axes has great effect on the material strength when the ratio of ellipse’s minor and major axes is lower than 0.5, even under relatively high temperatures. The effect of the minor axes of added particle on material properties thus should be considered under this condition. As the crack area is set, the fracture strength decreases firstly and then increases with the increase of ratio of ellipse’s minor and major axes, and the turning point is 0.5. It suggests that for the added particles the ratio of ellipse’s minor and major axes should not be 0.5. All conclusions significantly coincided with the results obtained by using the finite element software ABAQUS.
topic embedded elliptical crack
ultra-high-temperature ceramics
fracture strength
theoretical model
ABAQUS
url http://www.mdpi.com/1996-1944/8/8/5018
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