- /MAT/LAW2 (PLAS_JOHNS)
Block Format Keyword This law represents an isotropic elasto-plastic material using the Johnson-Cook material model.
- /MAT/PLAS_ZERIL
Block Format Keyword This law defines an isotropic elasto-plastic material using the Zerilli-Armstrong plasticity model.
- /MAT/LAW3 (HYDPLA)
Block Format Keyword This law represents an isotropic elasto-plastic material using the Johnson-Cook material model.
- /MAT/LAW4 (HYD_JCOOK)
Block Format Keyword This law represents an isotropic elasto-plastic material using the Johnson-Cook material model. This model expresses material stress as a function of strain, strain rate and temperature.
- /MAT/LAW16 (GRAY)
Block Format Keyword This material law is based on Gray EOS and Johnson-Cook yield criteria.
- /MAT/LAW22 (DAMA)
Block Format Keyword This law is identical to Johnson-Cook material (/MAT/LAW2), except that the material undergoes damage if plastic strains reach a user-defined value ( ). This law can be applied to both shell and solid elements.
- /MAT/LAW23 (PLAS_DAMA)
Block Format Keyword This law models an isotropic elastic plastic material and combines Johnson-Cook material model with a generalized damage model. The law is applicable only for solid elements.
- /MAT/LAW27 (PLAS_BRIT)
Block Format Keyword This law combines an isotropic elasto-plastic Johnson-Cook material model with an orthotropic brittle failure model. Material damage is accounted for prior to failure. Failure and damage occur only in tension. This law is applicable only for shells.
- /MAT/LAW32 (HILL)
Block Format Keyword This law describes the Hill orthotropic plastic material. It is applicable only to shell elements. This law differs from LAW43 (HILL_TAB) only in the input of yield stress.
- /MAT/LAW36 (PLAS_TAB)
Block Format Keyword This law models an isotropic elasto-plastic material using user-defined functions for the work-hardening portion of the stress-strain curve (for example, stress versus plastic strain) for different strain rates.
- /MAT/LAW43 (HILL_TAB)
Block Format Keyword This law describes the Hill orthotropic material and is applicable only to shell elements. This law differs from LAW32 (HILL) only in the input of yield stress (here it is defined by a user function).
- /MAT/LAW44 (COWPER)
Block Format Keyword The Cowper-Symonds law models an elasto-plastic material. The basic principle is the same as the standard Johnson-Cook model; the only difference between the two laws lies in the expression for strain rate effect on flow stress.
- /MAT/LAW48 (ZHAO)
Block Format Keyword This law describes the Zhao material law used to model an elasto-plastic strain rate dependent materials. The law is applicable only for solids and shells.
- /MAT/LAW49 (STEINB)
Block Format Keyword Defines an elastic plastic material with thermal softening.
- /MAT/LAW52 (GURSON)
Block Format Keyword This law is based on the Gurson constitutive law, which is used to model visco-elastic-plastic strain rate dependent porous metals.
- /MAT/LAW53 (TSAI_TAB)
Block Format Keyword Describes the law that is a uni-directional orthotropic elasto-plastic law and is only used with solid elements.
- /MAT/LAW57 (BARLAT3)
Block Format Keyword This law describes plasticity hardening by a user-defined function and can be used only with shell elements.
- /MAT/LAW60 (PLAS_T3)
Block Format Keyword This law models an isotropic elasto-plastic material using user-defined functions for the work-hardening portion of the stress-strain curve (that is, plastic strain versus stress) for different strain rates.
- /MAT/LAW63 (HANSEL)
Block Format Keyword This law describes the trip steel plastic material. This material law can be used only with shell elements.
- /MAT/LAW64 (UGINE_ALZ)
Block Format Keyword This law describes the Ugine & Alz trip steel material. This material law can be used only with shell elements.
- /MAT/LAW65 (ELASTOMER)
Block Format Keyword This law describes nonlinear elasto-plastic material with strain rate dependent loading and unloading behavior.
- /MAT/LAW66
Block Format Keyword This law models an isotropic tension-compression elasto-plastic material law using user-defined functions for the work-hardening portion of the stress-strain (plastic strain versus stress). This law can be defined for compression and tension.
- /MAT/LAW72 (HILL_MMC)
Block Format Keyword Describes the anisotropic Hill material with a modified Mohr fracture criteria. This law is available for shell and solid.
- /MAT/LAW73
Block Format Keyword This law describes the Thermal Hill orthotropic material and is applicable only to shell elements.
- /MAT/LAW74
Block Format Keyword This law describes the Thermal Hill orthotropic 3D material and is applicable only to solid elements. The yield stress may depend on strain rate, or on both strain rate and temperature.
- /MAT/LAW76 (SAMP)
Block Format Keyword This law describes a semi-analytical elasto-plastic material using user-defined functions for the work-hardening portion for tension, compression and shear (stress as function of strain).
- /MAT/LAW78
Block Format Keyword This law is the Yoshida-Uemori model for describing the large-strain cyclic plasticity of metals. The law is based on the framework of two surfaces theory: the yielding surface and the bounding surface.
- /MAT/LAW79 (JOHN_HOLM)
Block Format Keyword This material law describes the behavior of brittle materials, such as ceramics and glass. The implementation is the second Johnson-Holmquist model: JH-2.
- /MAT/LAW80
Block Format Keyword This law allows modeling the ultra-high strength steel behavior at high temperatures and the phase transformation phenomena from austenite to ferrite, pearlite, bainite and martensite during cooling.
- /MAT/LAW84
Block Format Keyword Swift-Voce elastoplastic law with Johnson-Cook strain rate hardening and temperature softening. This law allows modeling a quadratic non-associated flow rule.
- /MAT/LAW87 (BARLAT2000)
Block Format Keyword This elasto-plastic law is developed for anisotropic materials, especially aluminum alloys.
- /MAT/LAW93 (ORTH_HILL) or (CONVERSE)
Block Format Keyword This law describes the orthotropic elastic behavior material with Hill plasticity and is applicable to shell and solid elements (/BRICK, /TETRA4 and /TETRA10).
- /MAT/LAW103 (HENSEL-SPITTEL)
Block Format Keyword This law represents an isotropic elastic-plastic material at high temperature using Hensel-Spittel yield stress formula. The yield stress is a function of strain, strain rate and temperature. This material law can be used with an equation of state /EOS.
- /MAT/LAW104 (JOHNS_VOCE_DRUCKER)
Block Format Keyword An elasto-plastic constitutive material law using the 6th order Drucker model with a mixed Voce and linear hardening.
- /MAT/LAW106 (JCOOK_ALM)
Block Format Keyword This law represents an isotropic elasto-plastic material using the Johnson-Cook material model. This model expresses material stress as a function of strain and temperature.
- /MAT/LAW109
Block Format Keyword Elasto-plastic material with isotropic von Mises yield criterion with plastic strain rate and temperature depending nonlinear hardening.
- /MAT/LAW110 (VEGTER)
Block Format Keyword Elasto-plastic constitutive law using the interpolated yield criterion of Corus-Vegter and the hardening law of Vegter, accounting for strain rate dependency and thermal effect.
- /MAT/LAW112 (PAPER or XIA)
Block Format Keyword The Paperboard law models an orthotropic and dissymmetric elasto-plastic material from proposed by Xia, 2002.
- /MAT/LAW115 (DESHFLECK)
Block Format Keyword An elasto-plastic constitutive law using von Mises criterion with pressure dependence. The hardening law is linear – nonlinear with an increasing exponential hardening.
- /MAT/LAW120 (TAPO)
Block Format Keyword This is a non-associated elasto-plastic model for polymer adhesives. The constitutive model is based on a I1-J2 criterion that can be reduced either to a von Mises or Drucker-Prager type in compression.
- /MAT/LAW121 (PLAS_RATE)
Block Format Keyword Elasto-plastic strain-rate dependent material with isotropic von Mises yield criterion. This material law is available for both solids and shells.
- /MAT/PLAS_PREDEF
Block Format Keyword This material law has predefined elasto-plastic data for some common steel, aluminum, and plastic materials.
- /NONLOCAL/MAT
Block Format Keyword Non-local regularization for elasto-plastic failure criteria (as in, dependent to plastic strain) and shell thickness variation.