The T-Rex tab allows you to generate anisotropic layers from the boundaries of unstructured domains. Options are available to chose the type of
cells contained in those layers: triangles or a combination of triangles and quadrilaterals.
Tip: T-Rex domains can be great for unstructured domains on geometries with high curvature, such as the leading edge of a wing or other
Use the settings on the T-Rex tab of the unstructured domain solver to generate anisotropic triangles.
Note: The attributes in the T-Rex tab have no impact if the
Algorithm is set to Thin Surface
Interpolation. However, they are still used when Thin Surface
Interpolation cannot be applied and the Algorithm defaults to Advancing Front
At the top of the T-Rex tab, a table provides information regarding connectors
assigned to a Match T-Rex boundary condition (refer to the
Boundary Conditions section for more information). Since
the Push Attributes feature (described below) will not affect connectors that are part of a
structured domain (in order to avoid unwanted modifications to the structured domain), the
information displayed on the table is intended to help you determine the appropriate settings
for the T-Rex algorithm.
The top of the table shows the total number of match connectors currently used in the selected domains.
The table also shows the calculated Layer Count, the calculated Growth Rate,
and the Initial Spacing for such connectors. Since multiple match connectors may exist,
the minimum, average, and maximum values are provided for each measure.
In the Layers frame you will find the basic settings for generating anisotropic triangle layers in an unstructured domain. These settings apply
specifically to those connectors that have been assigned to one of the various anisotropic T-Rex
boundary conditions (Wall, Angle, Aspect Ratio, Max. Aspect
Ratio, or Adjacent Grid) in the Boundary Conditions tab (refer to
the Boundary Conditions section for more information).
Use Max. Layers to set the total number of anisotropic triangle layers you wish to generate. This is a target number only. Various physical
constraints and quality controls may prevent this target from being achieved. A value of 0 input for Max. Layers turns off the T-Rex anisotropic
Use Full Layers to set a target for the number of layers you wish to generate without any changes in the deforming front. In other words, the number
of target layers to generate prior to any refinement or decimation of the front. This parameter also controls whether the T-Rex solver applies multiple normals
(Full Layers = 0) or not (Full Layers > 0).
Tip: Always set Full Layers to 0 (zero) when applying T-Rex layers to baffles. This allows the solver to apply multiple
normals along the sharp edges of a baffle which otherwise would not be applied, resulting in fewer layers on the baffle and significant scalloping of the
layers that are completed. See the image below for an example.
Use the Full Layers parameter to control whether the T-Rex solver applies multiple normals (Full Layers = 0) or not (Full Layers > 0).
Growth Rate specifies the rate you wish to grow each anisotropic triangle layer as layers deform from the boundary. Uncheck the Use Default
toggle to override this setting's default value of 1.2 with your own rate value.
Push Attributes automatically propagates the domain T-Rex attributes to connectors assigned to a T-Rex Match boundary condition (refer to
the Boundary Conditions section for more information). Specifically, the initial spacing, the number of layers, and
distribution of points on the interior of the T-Rex domain will automatically be matched on these connectors. This option provides a great time savings by
avoiding the need for manual matching of T-Rex domains and their perimeter connectors.
The Cell Types frame provides two options to specify the type of cells to be generated by the T-Rex algorithm (i.e. the type of cells in the
anisotropic region of the volume grid): Triangles and Triangles and Quads. Use Triangles or Triangles and Quads to create
anisotropic layers containing only triangular or a combination of triangular and quadrilateral cells respectively.
The Isotropic Height option available in the Advanced frame specifies a scaling factor used to scale the normal isotropic cell height of a
vertex. This will allow the T-Rex algorithm to grow anisotropic cells past the isotropic state (factor larger than one) or to stop the growth of anisotropic
cells before they reach the isotropic state (factor smaller than one).
The Smoothing frame provides input fields for Smooth and Relax controlling local cell height Laplacian smoothing. Smooth
is the number of smoothing iterations to be applied. Relax is a factor controlling the influence of the smoothing, varying between 0 and 1. For both
parameters, uncheck Use Default to override the default values.