The Solid node adds the equations to model the Fickian diffusion in solids. The node allows for specifying the diffusion properties of each species.
The Global coordinate system is selected by default. The
Coordinate system list contains all applicable coordinate systems in the component. The coordinate system is used for interpreting directions of orthotropic and anisotropic material data presented in a local system. The coordinate system must have orthonormal coordinate axes, and be defined in the material frame. Many of the possible subnodes inherit the coordinate system settings.
From the Material list select
User defined or a material available in the model to select a diffusion coefficient.
Enter the Diffusion coefficient,
Dc, for each of the species.
For User defined, select
Isotropic,
Diagonal, or
Symmetric to enter one or more components. When anisotropic inputs are used, the axis orientations are given by the
Coordinate System Selection.
To display this section, click the Show More Options button (

) and select
Advanced Physics Options in the
Show More Options dialog. The mobility is used by the
Shrinkage and Swelling multiphysics coupling to compute stress-driven fluxes.
When Linear is selected as the
Mobility model, the mobility of each of the species is linearly related to the concentration
When Quadratic is selected as the
Mobility model, enter the
Maximum concentration cmax for each of the species. The default value is
Inf mol/m
3. The mobility of each of the species is defined as
For User defined, select
Isotropic,
Diagonal, or
Symmetric to enter one or more components of the
Mobility coefficient. When anisotropic inputs are used, the axis orientations are given by the
Coordinate System Selection.
This setting is only available when the model includes deforming or rotating domains, for example when using a Moving Mesh node or a Structural Mechanics interface. From the
Frame list, select
Reference configuration or
Deformed configuration to specify the diffusion coefficient values in the reference (material frame) or in the deformed (spatial frame) configuration. They are related as follows,