Determination of Combined Hardening Parameters to Simulate Deformation Behavior of C(T) Specimen under Cyclic Loading

Ho Wan Ryu, Hune Tae Kim, Yun-Jae Kim, Jin Weon Kim

Research output: Contribution to journalConference article

1 Citation (Scopus)

Abstract

Cyclic hardening rule is important to simulate deformation behaviors in low cycle fatigue analysis. Due to a complexity of cyclic hardening, it is hard to predict deformation of components accurately. Also, in the case of a cracked problem, severe deformation occurs in the region of crack front. To perform low cycle fatigue analysis and predict deformation behaviors, the type of cyclic hardening rule should be determined. In this study, the determination procedures of combined hardening parameters (Chaboche model) are described briefly and the effects of two parameters on deformation behavior are analyzed. Combined hardening parameters are determined from each hysteresis loop with different strain amplitudes. The experiment data from two different materials (SA312 TP316 stainless steel and CF8A cast austenite stainless steel) and two different load ratios (R=-0.5 and -0.1) are used for simulations. In addition, hysteresis loops from three strain amplitudes are used to explain how the parameters from different strain amplitudes can influence on deformations of cyclic C(T) simulation.

Original languageEnglish
Pages (from-to)1932-1939
Number of pages8
JournalProcedia Structural Integrity
Volume13
DOIs
Publication statusPublished - 2018 Jan 1
Event22nd European Conference on Fracture, ECF 2018 - Belgrade, Serbia
Duration: 2018 Aug 252018 Aug 26

Fingerprint

Hardening
Stainless Steel
Hysteresis loops
Stainless steel
Fatigue of materials
Austenite
Cracks
Experiments

Keywords

  • C(T) specimen
  • Combined hardening rule
  • Cyclic loading
  • Deformation
  • Low cycle fatigue
  • Strain amplitude

ASJC Scopus subject areas

  • Mechanical Engineering
  • Mechanics of Materials
  • Civil and Structural Engineering
  • Materials Science(all)

Cite this

Determination of Combined Hardening Parameters to Simulate Deformation Behavior of C(T) Specimen under Cyclic Loading. / Ryu, Ho Wan; Kim, Hune Tae; Kim, Yun-Jae; Kim, Jin Weon.

In: Procedia Structural Integrity, Vol. 13, 01.01.2018, p. 1932-1939.

Research output: Contribution to journalConference article

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abstract = "Cyclic hardening rule is important to simulate deformation behaviors in low cycle fatigue analysis. Due to a complexity of cyclic hardening, it is hard to predict deformation of components accurately. Also, in the case of a cracked problem, severe deformation occurs in the region of crack front. To perform low cycle fatigue analysis and predict deformation behaviors, the type of cyclic hardening rule should be determined. In this study, the determination procedures of combined hardening parameters (Chaboche model) are described briefly and the effects of two parameters on deformation behavior are analyzed. Combined hardening parameters are determined from each hysteresis loop with different strain amplitudes. The experiment data from two different materials (SA312 TP316 stainless steel and CF8A cast austenite stainless steel) and two different load ratios (R=-0.5 and -0.1) are used for simulations. In addition, hysteresis loops from three strain amplitudes are used to explain how the parameters from different strain amplitudes can influence on deformations of cyclic C(T) simulation.",
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AU - Kim, Jin Weon

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N2 - Cyclic hardening rule is important to simulate deformation behaviors in low cycle fatigue analysis. Due to a complexity of cyclic hardening, it is hard to predict deformation of components accurately. Also, in the case of a cracked problem, severe deformation occurs in the region of crack front. To perform low cycle fatigue analysis and predict deformation behaviors, the type of cyclic hardening rule should be determined. In this study, the determination procedures of combined hardening parameters (Chaboche model) are described briefly and the effects of two parameters on deformation behavior are analyzed. Combined hardening parameters are determined from each hysteresis loop with different strain amplitudes. The experiment data from two different materials (SA312 TP316 stainless steel and CF8A cast austenite stainless steel) and two different load ratios (R=-0.5 and -0.1) are used for simulations. In addition, hysteresis loops from three strain amplitudes are used to explain how the parameters from different strain amplitudes can influence on deformations of cyclic C(T) simulation.

AB - Cyclic hardening rule is important to simulate deformation behaviors in low cycle fatigue analysis. Due to a complexity of cyclic hardening, it is hard to predict deformation of components accurately. Also, in the case of a cracked problem, severe deformation occurs in the region of crack front. To perform low cycle fatigue analysis and predict deformation behaviors, the type of cyclic hardening rule should be determined. In this study, the determination procedures of combined hardening parameters (Chaboche model) are described briefly and the effects of two parameters on deformation behavior are analyzed. Combined hardening parameters are determined from each hysteresis loop with different strain amplitudes. The experiment data from two different materials (SA312 TP316 stainless steel and CF8A cast austenite stainless steel) and two different load ratios (R=-0.5 and -0.1) are used for simulations. In addition, hysteresis loops from three strain amplitudes are used to explain how the parameters from different strain amplitudes can influence on deformations of cyclic C(T) simulation.

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