Parameters
Dilation
Angle & Eccentricity
The
concrete damaged plasticity model assumes non-associated
potential plastic flow. The flow potential G used
for this model is the Drucker-Prager hyperbolic
function.

fb0/fc0
ratio
fb0:
the initial equibiaxial compressive yield stress
fc0:
the initial uniaxial compressive yield stress
Kc
The
ratio of the second stress invariant on the tensile
median to that on the compressive meridian at
initial yield
Viscosity
Parameter
Material models exhibiting
softening behavior and stiffness degradation often
lead to convergence difficulties. This can be
overcome through the viscoplastic regularization
by permitting stresses to be outside of the yield
surface. The viscoplastic regularization for the
concrete damaged plasticity model can be realized
by applying Duvaut-Lions model. The viscosity
parameter represents the relaxation time of the
viscoplastic system.
Stiffness
Recovery
Tension
Recovery
Tension recovery
is set equal to 0 by default. This means the tensile
stiffness is not recovered as the load changes
from compression to tension once crushing micro-cracks
have developed.
Compression
Recovery
Compression recovery
is set equal to 1.0 by default. This means the
compressive stiffness is recovered upon crack
closure as the load changes from tension to compression.
Concrete
Damaged Plasticity Function
Compression
Hardening Curve
Define
hardening data in terms of an inelastic strain.
Compression
Damage Curve
Define
damage curve in terms of an inelastic strain.
The damage parameter is deduced from a material
test with ramped loading/unloading cycles as follows:

Tension
Softening Curve
Define softening
data in terms of an inelastic strain.
Tension
Damage Curve
Define
damage curve in terms of an inelastic strain.
The damage parameter is deduced from a material
test with ramped loading/unloading cycles as follows:

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