Effect of triaxial stress distribution upon roughness of brittle fracture surface

To observe the effect of stress triaxiality upon brittle fracture surface, we performed two types of experiments which differ in stress triaxiality. As a result, crack branch starting speed changes in two specimens and the speed was affected by stress triaxiality. In bending condition, branch starti...

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Main Authors: Nakamura Noritaka, Kawabata Tomoya, Takashima Yasuhito, Nishizono Yuki, Yanagimoto Fuminori
Format: Article
Language:English
Published: EDP Sciences 2019-01-01
Series:MATEC Web of Conferences
Online Access:https://www.matec-conferences.org/articles/matecconf/pdf/2019/49/matecconf_icmff1218_11007.pdf
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spelling doaj-889de7ae3231437eb8bd36475f9730312021-04-02T14:47:32ZengEDP SciencesMATEC Web of Conferences2261-236X2019-01-013001100710.1051/matecconf/201930011007matecconf_icmff1218_11007Effect of triaxial stress distribution upon roughness of brittle fracture surfaceNakamura Noritaka0Kawabata Tomoya1Takashima Yasuhito2Nishizono Yuki3Yanagimoto Fuminori4The University of TokyoThe University of TokyoOsaka UniversityThe University of TokyoThe University of TokyoTo observe the effect of stress triaxiality upon brittle fracture surface, we performed two types of experiments which differ in stress triaxiality. As a result, crack branch starting speed changes in two specimens and the speed was affected by stress triaxiality. In bending condition, branch starting speed is around 0.86 cr (cr: Rayleigh wave speed), which is higher than that in tensile condition, 0.59 cr. It was realized that in higher stress triaxiality, branching is easy to occur because in bending condition stress triaxiality is said to be lower. On the other hand, mirror-mist transition speed is not affected by stress triaxiality. By fracture surface observation, we proposed that branch occurs when microbranch grew. This proposition was supported by FEM calculation with microbranch model, it was proved that in bending condition microbranch is difficult to grow. Additionally, we proposed a qualitative explanation that microbranch is easy to grow when stress triaxiality is higher because growth of microbranch is affected by T-stress. It is since the phenomena is not on the main crack propagating plane.https://www.matec-conferences.org/articles/matecconf/pdf/2019/49/matecconf_icmff1218_11007.pdf
collection DOAJ
language English
format Article
sources DOAJ
author Nakamura Noritaka
Kawabata Tomoya
Takashima Yasuhito
Nishizono Yuki
Yanagimoto Fuminori
spellingShingle Nakamura Noritaka
Kawabata Tomoya
Takashima Yasuhito
Nishizono Yuki
Yanagimoto Fuminori
Effect of triaxial stress distribution upon roughness of brittle fracture surface
MATEC Web of Conferences
author_facet Nakamura Noritaka
Kawabata Tomoya
Takashima Yasuhito
Nishizono Yuki
Yanagimoto Fuminori
author_sort Nakamura Noritaka
title Effect of triaxial stress distribution upon roughness of brittle fracture surface
title_short Effect of triaxial stress distribution upon roughness of brittle fracture surface
title_full Effect of triaxial stress distribution upon roughness of brittle fracture surface
title_fullStr Effect of triaxial stress distribution upon roughness of brittle fracture surface
title_full_unstemmed Effect of triaxial stress distribution upon roughness of brittle fracture surface
title_sort effect of triaxial stress distribution upon roughness of brittle fracture surface
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2019-01-01
description To observe the effect of stress triaxiality upon brittle fracture surface, we performed two types of experiments which differ in stress triaxiality. As a result, crack branch starting speed changes in two specimens and the speed was affected by stress triaxiality. In bending condition, branch starting speed is around 0.86 cr (cr: Rayleigh wave speed), which is higher than that in tensile condition, 0.59 cr. It was realized that in higher stress triaxiality, branching is easy to occur because in bending condition stress triaxiality is said to be lower. On the other hand, mirror-mist transition speed is not affected by stress triaxiality. By fracture surface observation, we proposed that branch occurs when microbranch grew. This proposition was supported by FEM calculation with microbranch model, it was proved that in bending condition microbranch is difficult to grow. Additionally, we proposed a qualitative explanation that microbranch is easy to grow when stress triaxiality is higher because growth of microbranch is affected by T-stress. It is since the phenomena is not on the main crack propagating plane.
url https://www.matec-conferences.org/articles/matecconf/pdf/2019/49/matecconf_icmff1218_11007.pdf
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