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Geomechanics Module Updates


For users of the Geomechanics Module, COMSOL Multiphysics® version 6.4 introduces an improved formulation for material models and phase-field damage modeling for explicit dynamics, along with a new feature that enables faster computation of inelastic strains. Learn more about these updates below.

Improvements to Material Models

For the Linear Elastic Material feature, the Soil Plasticity, Concrete, and Damage attributes have a new framework that provides significant improvements in computational speed and memory usage. This functionality is based on a new formulation that makes it possible to use these attributes in explicit dynamics analyses. Additionally, the Elastoplastic Soil feature has also been updated to produce significant improvements in computational speed and robustness.

The COMSOL Multiphysics UI showing the Model Builder with the Elastoplastic Soil Material node highlighted, the corresponding Settings window, and a slope stability model in the Graphics window.
The Settings window for the Elastoplastic Soil Material feature and a model of slope stability.

Nonlinear Material Models for Explicit Dynamics

To improve efficiency in time-explicit analysis, the material models for hyperelasticity, plasticity, creep, and viscoplasticity have been revised. These enhancements also deliver significant performance gains in other types of studies.

A cylindrical battery model with an indenter pressed onto the battery, showing the pressure results.
Cylindrical battery undergoing an indentation test, including contact mechanics and pressure-dependent plasticity.

New Phase-Field Damage, Explicit Dynamics Multiphysics Interface

To model the evolution of damage and cracks in solids under dynamic conditions, the new Phase-Field Damage, Explicit Dynamics multiphysics interface combines the Solid Mechanics, Explicit Dynamics interface with the Phase Field in Solids interface through a Phase-Field Damage bidirectional multiphysics coupling.

Dynamic fracture of a brittle material analyzed using the AT1 phase-field damage model and explicit dynamics.

Hencky Strain Decomposition

The new Logarithmic (Hencky) strain decomposition option enables faster computation of inelastic strains when compared to the traditional multiplicative decomposition. For instance, plasticity algorithms run significantly faster with this approach.

A metallic pipe is squeezed between two stiff indenters until it is almost flat.