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concept Midas FEA Concrete Cracking and Material Models 2026-06-02 2026-06-02 c-000149
MIDAS FEA material models
midas FEA concrete cracking
midas FEA total strain crack model
concept
finite-element-method
material-models
concrete
plasticity
nonlinear-analysis
midas-fea
current
Midas-FEA-Analysis-Manual
Finite Element Plasticity
Plasticity Yield Criteria
Plastic Flow Rules and Hardening
Abaqus Constitutive Integration
Abaqus Geomaterial and Concrete Plasticity
Midas-FEA-Analysis-Manual
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MidasFEAAnalysisManual_025.md
MidasFEAAnalysisManual_002.md
MidasFEAAnalysisManual_021.md
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Midas FEA Concrete Cracking and Material Models

Definition

Midas FEA concrete cracking and material models are the material-library features used to represent elastic-plastic behavior, total strain cracking, compression and tension models, shear transfer, interface nonlinearity, and concrete-related path dependence.

How It Works

The manual presents plasticity through elastic-plastic strain decomposition, yield functions, flow rules, hardening, and rate-form integration. It distinguishes associated and non-associated flow, noting that non-associated flow is often used for pressure-dependent concrete or geomaterial behavior when associated flow would produce excessive volumetric dilation.

The total strain crack model thread covers loading and unloading, crack strain change, stiffness construction, compression behavior, tension behavior, shear behavior, and lateral effects. Interface material laws then add discrete cracking, crack dilatancy, bond-slip, Coulomb friction, and combined cracking-shearing-crushing for jointed or masonry-like behavior.

Important Solver Implications

  • Yield functions, plastic potentials, hardening variables, and integration schemes must be tied to integration-point state.
  • Non-associated flow can make the material stiffness nonsymmetric, which affects equation solver choice.
  • Crack and interface laws need state variables for opening, slip, unloading, shear retention, and damage-like softening.
  • For custom implementation, compare stress, internal force, reaction, displacement, and material state variables against a reference solver rather than checking displacement only.

Connections