Prediction of Mechanical Properties of Multi-phase Steels Based on Stress-Strain Curves

An approach to predict mechanical properties of hot-rolled multi-phase steels referring to the stress-strain curves is proposed. Different from a conventional approach of regression analysis about the relationships between properties and chemical compositions and processing factors, a proposed one i...

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Published inISIJ International Vol. 32; no. 3; pp. 343 - 349
Main Authors Tomota, Yo, Umemoto, Minoru, Komatsubara, Nozomi, Hiramatsu, Akifumi, Nakajima, Norihiro, Moriya, Akio, Watanabe, Tsutomu, Nanba, Shigenobu, Anan, Goro, Kunishige, Kazutoshi, Higo, Yuichi, Miyahara, Masayuki
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LanguageEnglish
Published The Iron and Steel Institute of Japan 1992
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Abstract An approach to predict mechanical properties of hot-rolled multi-phase steels referring to the stress-strain curves is proposed. Different from a conventional approach of regression analysis about the relationships between properties and chemical compositions and processing factors, a proposed one is based on the analysis and application of stress-strain curve: several commonly used mechanical properties such as yield strength, tensile strength, uniform elongation, total elongation, work-hardening exponent (n) and Vickers hardness, are derived systematically from the stress-strain curve of a multi-phase steel, which is calculated by using concentration factor, i.e., strain partition ratio and stress-strain curves of constituent phases. Stress-strain curves of individual component structures such as ferrite, pearlite, bainite, and martensite are expressed by Swift's equation. Physical background of the concentration factor is discussed by examining theoretical models of deformation for two-phase materials. Evaluation of plastic relaxation related to microstructural topology might be the most difficult point of this approach and some trials are presented.
AbstractList An approach to predict mechanical properties of hot-rolled multi-phase steels (e.g. carbon steels) referring to the stress--strain curves is proposed. It differs from a conventional approach of regression analysis of the relationships between properties and chemical compositions and processing factors in that it is based on the analysis and application of stress--strain curve: several commonly used mechanical properties such as yield strength, tensile strength, uniform elongation, total elongation, work-hardening exponent (n) and Vickers hardness, are derived systematically from the stress--strain curve of a multi-phase steel, which is calculated by using concentration factor, i.e. strain partition ratio and stress--strain curves of constituent phases. Stress--strain curves of individual component structures such as ferrite, pearlite, bainite, and martensite are expressed by Swift's equation. Physical background of the concentration factor is discussed by examining theoretical models of deformation for two-phase materials. Evaluation of plastic relaxation related to microstructural topology might be the most difficult point of this approach and some trials are presented.
An approach to predict mechanical properties of hot-rolled multi-phase steels referring to the stress-strain curves is proposed. Different from a conventional approach of regression analysis about the relationships between properties and chemical compositions and processing factors, a proposed one is based on the analysis and application of stress-strain curve: several commonly used mechanical properties such as yield strength, tensile strength, uniform elongation, total elongation, work-hardening exponent (n) and Vickers hardness, are derived systematically from the stress-strain curve of a multi-phase steel, which is calculated by using concentration factor, i.e., strain partition ratio and stress-strain curves of constituent phases. Stress-strain curves of individual component structures such as ferrite, pearlite, bainite, and martensite are expressed by Swift's equation. Physical background of the concentration factor is discussed by examining theoretical models of deformation for two-phase materials. Evaluation of plastic relaxation related to microstructural topology might be the most difficult point of this approach and some trials are presented.
Author Nakajima, Norihiro
Tomota, Yo
Kunishige, Kazutoshi
Anan, Goro
Moriya, Akio
Umemoto, Minoru
Watanabe, Tsutomu
Miyahara, Masayuki
Komatsubara, Nozomi
Hiramatsu, Akifumi
Higo, Yuichi
Nanba, Shigenobu
Author_xml – sequence: 1
  fullname: Tomota, Yo
  organization: Department of Materials Science, Ibaraki University
– sequence: 2
  fullname: Umemoto, Minoru
  organization: Department of Production Systems Engineering, Toyohashi University of Technology
– sequence: 3
  fullname: Komatsubara, Nozomi
  organization: Research & Development Division, Sumitomo Metal Industries, Ltd
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  fullname: Hiramatsu, Akifumi
  organization: Steel R & D Laboratories, Nisshin Steel Co., Ltd
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  fullname: Nakajima, Norihiro
  organization: Kakogawa Works, Kobe Steel, Ltd
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  fullname: Moriya, Akio
  organization: Kure Works, Nisshin Steel Co., Ltd
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  fullname: Watanabe, Tsutomu
  organization: Kure Works, Nisshin Steel Co., Ltd
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  fullname: Nanba, Shigenobu
  organization: Iron & Steel Research Laboratories, Kobe Steel, Ltd
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  fullname: Anan, Goro
  organization: Kakogawa Works, Kobe Steel, Ltd
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  fullname: Kunishige, Kazutoshi
  organization: Research & Development Division, Sumitomo Metal Industries, Ltd
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  fullname: Higo, Yuichi
  organization: Steel R & D Laboratories, Nisshin Steel Co., Ltd
– sequence: 12
  fullname: Miyahara, Masayuki
  organization: Kakogawa Works, Kobe Steel, Ltd
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mechanical properties
microstructure
multi-phase steel
predicting method
stress-strain curve
Swift's equation
Title Prediction of Mechanical Properties of Multi-phase Steels Based on Stress-Strain Curves
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