Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique

Tomoshi Miyamura, Yasunori Yusa, Jun Yin, Kuniaki Koike, Takashi Ikeda, Tomonori Yamada

Research output: Chapter in Book/Report/Conference proceedingChapter

Abstract

The formulation of stress integration and the consistent tangent matrix for the combined Ohno-Wang and Norton-Bailey constitutive model is derived and it is implemented using a partitioned stress integration technique. The constitutive equation is included in a finite element analysis code, ADVENTURE_Solid Ver. 2, and it is verified by solving a simple illustrative example with one hexahedral element.

Original languageEnglish
Title of host publicationMechanisms and Machine Science
PublisherSpringer
Pages389-396
Number of pages8
DOIs
Publication statusPublished - 1 Jan 2020

Publication series

NameMechanisms and Machine Science
Volume75
ISSN (Print)2211-0984
ISSN (Electronic)2211-0992

Fingerprint

Hardening
Creep
Kinematics
Constitutive equations
Constitutive models
Finite element method

Keywords

  • Elastic-Plastic
  • FEM
  • High-Temperature
  • Viscoelastic

Cite this

Miyamura, T., Yusa, Y., Yin, J., Koike, K., Ikeda, T., & Yamada, T. (2020). Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique. In Mechanisms and Machine Science (pp. 389-396). (Mechanisms and Machine Science; Vol. 75). Springer. https://doi.org/10.1007/978-3-030-27053-7_35
Miyamura, Tomoshi ; Yusa, Yasunori ; Yin, Jun ; Koike, Kuniaki ; Ikeda, Takashi ; Yamada, Tomonori. / Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique. Mechanisms and Machine Science. Springer, 2020. pp. 389-396 (Mechanisms and Machine Science).
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Miyamura, T, Yusa, Y, Yin, J, Koike, K, Ikeda, T & Yamada, T 2020, Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique. in Mechanisms and Machine Science. Mechanisms and Machine Science, vol. 75, Springer, pp. 389-396. https://doi.org/10.1007/978-3-030-27053-7_35

Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique. / Miyamura, Tomoshi; Yusa, Yasunori; Yin, Jun; Koike, Kuniaki; Ikeda, Takashi; Yamada, Tomonori.

Mechanisms and Machine Science. Springer, 2020. p. 389-396 (Mechanisms and Machine Science; Vol. 75).

Research output: Chapter in Book/Report/Conference proceedingChapter

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T1 - Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique

AU - Miyamura, Tomoshi

AU - Yusa, Yasunori

AU - Yin, Jun

AU - Koike, Kuniaki

AU - Ikeda, Takashi

AU - Yamada, Tomonori

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AB - The formulation of stress integration and the consistent tangent matrix for the combined Ohno-Wang and Norton-Bailey constitutive model is derived and it is implemented using a partitioned stress integration technique. The constitutive equation is included in a finite element analysis code, ADVENTURE_Solid Ver. 2, and it is verified by solving a simple illustrative example with one hexahedral element.

KW - Elastic-Plastic

KW - FEM

KW - High-Temperature

KW - Viscoelastic

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Miyamura T, Yusa Y, Yin J, Koike K, Ikeda T, Yamada T. Implementation of Combined Ohno-Wang Nonlinear Kinematic Hardening Model and Norton-Bailey Creep Model Using Partitioned Stress Integration Technique. In Mechanisms and Machine Science. Springer. 2020. p. 389-396. (Mechanisms and Machine Science). https://doi.org/10.1007/978-3-030-27053-7_35