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added more comments in plasticity
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kratos.gid/apps/Structural/xml/ConstitutiveLaws.xml

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</CLaw>
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<!--Plasticity isotropic-->
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<CLaw n="SmallStrainIsotropicPlasticity3DVonMisesVonMises" pn="Generic Small Strain Isotropic plasticity" Type="3D" Behaviour="Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Isotropic plasticity for 3d solids. This CL computes plastic strains in a rate-independent way based on the normalized plastic dissipation internal variable" Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False">
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<CLaw n="SmallStrainIsotropicPlasticity3DVonMisesVonMises" pn="Generic Small Strain Isotropic plasticity" Type="3D" Behaviour="Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Isotropic plasticity for 3d solids. This CL computes plastic strains in a rate-independent way based on the normalized plastic dissipation internal variable. The first VonMises represents the yield surface to use, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca and SimoJu. The second VonMises represents the plastic potential to be used, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca in an associative or non-associative way." Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False">
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<inputs>
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<parameter n="DENSITY" pn="Density" unit_magnitude="Density" units="kg/m^3" v="2400"/>
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<parameter n="YOUNG_MODULUS" pn="Young Modulus" unit_magnitude="P" units="Pa" v="30.0e9" />
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</CLaw>
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<!--Plasticity kinematic-->
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<CLaw n="SmallStrainKinematicPlasticity3DVonMisesVonMises" pn="Generic Small Strain Kinematic-Isotropic plasticity" Type="3D" Behaviour="Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Combined Isotropic-Kinematic plasticity for 3d solids. This CL computes plastic strains and back stress vector in a rate-independent way based on the normalized plastic dissipation internal variable" Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False">
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<CLaw n="SmallStrainKinematicPlasticity3DVonMisesVonMises" pn="Generic Small Strain Kinematic-Isotropic plasticity" Type="3D" Behaviour="Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Combined Isotropic-Kinematic plasticity for 3d solids. This CL computes plastic strains and back stress vector in a rate-independent way based on the normalized plastic dissipation internal variable. The first VonMises represents the yield surface to use, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca and SimoJu. The second VonMises represents the plastic potential to be used, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca in an associative or non-associative way." Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False">
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<inputs>
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<parameter n="DENSITY" pn="Density" unit_magnitude="Density" units="kg/m^3" v="2400"/>
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<parameter n="YOUNG_MODULUS" pn="Young Modulus" unit_magnitude="P" units="Pa" v="30.0e9" />
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</CLaw>
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<!--Plasticity isotropic-->
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<CLaw n="FiniteStrainIsotropicPlasticity3DVonMisesVonMises" pn="Generic Finite Strain Isotropic plasticity" Type="3D" Behaviour="Isotropic Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Isotropic plasticity for 3d solids in finite strains. This CL computes plastic strains in a rate-independent way based on the normalized plastic dissipation internal variable" Dimension="3D" LargeDeformation="True" RequiresLocalAxes="False" HybridType="False">
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<CLaw n="FiniteStrainIsotropicPlasticity3DVonMisesVonMises" pn="Generic Finite Strain Isotropic plasticity" Type="3D" Behaviour="Isotropic Plasticity" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Isotropic plasticity for 3d solids in finite strains. This CL computes plastic strains in a rate-independent way based on the normalized plastic dissipation internal variable. The first VonMises represents the yield surface to use, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca and SimoJu. The second VonMises represents the plastic potential to be used, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca in an associative or non-associative way. This CL computes the logarithmic strain and then proceeds identically as in Small Strains (Souza et al.)" Dimension="3D" LargeDeformation="True" RequiresLocalAxes="False" HybridType="False">
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<inputs>
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<parameter n="DENSITY" pn="Density" unit_magnitude="Density" units="kg/m^3" v="2400"/>
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<parameter n="YOUNG_MODULUS" pn="Young Modulus" unit_magnitude="P" units="Pa" v="30.0e9" />
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</CLaw>
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<!--Plasticity kinematic-->
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<CLaw n="FiniteStrainKinematicPlasticity3DVonMisesVonMises" pn="Generic Finite Strain Kinematic-Isotropic plasticity" Type="3D" Behaviour="Combined Kinematic and Isotropic Plasticity in Finite Strains" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Combined Isotropic-Kinematic plasticity for 3d solids in Finite strains. This CL computes plastic strains and back stress tensor in a rate-independent way based on the normalized plastic dissipation internal variable" Dimension="3D" LargeDeformation="True" RequiresLocalAxes="False" HybridType="False">
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<CLaw n="FiniteStrainKinematicPlasticity3DVonMisesVonMises" pn="Generic Finite Strain Kinematic-Isotropic plasticity" Type="3D" Behaviour="Combined Kinematic and Isotropic Plasticity in Finite Strains" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" help="Combined Isotropic-Kinematic plasticity for 3d solids in Finite strains. This CL computes plastic strains and back stress tensor in a rate-independent way based on the normalized plastic dissipation internal variable. The first VonMises represents the yield surface to use, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca and SimoJu. The second VonMises represents the plastic potential to be used, it can be modified to use MohrCoulomb, DruckerPrager, ModifiedMohrCoulomb, Rankine, Tresca in an associative or non-associative way.This CL computes the logarithmic strain and then proceeds identically as in Small Strains (Souza et al.)" Dimension="3D" LargeDeformation="True" RequiresLocalAxes="False" HybridType="False">
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<inputs>
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<parameter n="DENSITY" pn="Density" unit_magnitude="Density" units="kg/m^3" v="2400"/>
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<parameter n="YOUNG_MODULUS" pn="Young Modulus" unit_magnitude="Pa" units="Pa" v="30.0e9" />
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</CLaw>
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<!--Associative plastic damage model-->
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<CLaw n="AssociativePlasticDamageModel3DVonMises" pn="Associative Plastic-Damage model" Type="3D" Behaviour="Small Strain Plastic-Damage model" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False" help="Small Strain Plastic-Damage model, this model is able to simulate damage (loss of stiffness) and plasticity (irrecoverable strains) in a fully coupled way">
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<CLaw n="AssociativePlasticDamageModel3DVonMises" pn="Associative Plastic-Damage model" Type="3D" Behaviour="Small Strain Plastic-Damage model" StrainSize="6" ImplementedInApplication="StructuralMechanicsApplication" Dimension="3D" LargeDeformation="False" RequiresLocalAxes="False" HybridType="False" help="Small Strain Plastic-Damage model, this model is able to simulate damage (loss of stiffness) and plasticity (irrecoverable strains) in a fully coupled way. The VonMises stands for the yield surface and plastic potential to be used. In this case the flow is always associative.">
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<inputs>
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<parameter n="DENSITY" pn="Density" unit_magnitude="Density" units="kg/m^3" v="2400"/>
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<parameter n="YOUNG_MODULUS" pn="Young Modulus" unit_magnitude="P" units="Pa" v="30.0e9" />

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