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Stress integration-based on finite difference method and its application for anisotropic plasticity and distortional hardening under associated and non-associated flow rules - MaRDI portal

Stress integration-based on finite difference method and its application for anisotropic plasticity and distortional hardening under associated and non-associated flow rules (Q1986767)

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scientific article; zbMATH DE number 7188713
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English
Stress integration-based on finite difference method and its application for anisotropic plasticity and distortional hardening under associated and non-associated flow rules
scientific article; zbMATH DE number 7188713

    Statements

    Stress integration-based on finite difference method and its application for anisotropic plasticity and distortional hardening under associated and non-associated flow rules (English)
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    9 April 2020
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    stress integration algorithm
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    finite difference method
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    plastic anisotropy
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    Bauschinger effect
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    homogeneous anisotropic hardening (HAH) model
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    non-associated flow rule
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