IMESH, LAKY
, NSLA
, NTLA
, KCN
, DX
, DY
, DZ
, TOL
Generates nodes and interface elements along lines or areas.
LAKY
Copies mesh according to the following:
LINE or 1 | — | Copies line mesh (default). |
AREA or 2 | — | Copies area mesh. |
NSLA
Number that identifies the source line or area. This is the line or area whose mesh will provide the pattern for the interface elements. ANSYS copies the pattern of the line or area elements through the area or volume to create the mesh of area or volume interface elements.
NTLA
Number that identifies the target line or area. This is the
line or area that is opposite the source line or area specified by NSLA
.
Add NTLA
to obtain the copied mesh from the source
line or area.
KCN
Number that identifies the particular ANSYS coordinate system.
DX
, DY
, DZ
Incremental translation of node coordinates in the active
coordinate system (DR
, Dθ
, DZ
for
cylindrical, and DR
, Dθ
, DΦ
for
spherical or toroidal). The source line or area coordinates + DX
, DY
, DZ
= the target line or area coordinates. If left blank, ANSYS automatically
estimates the incremental translation.
TOL
Tolerance for verifying topology and geometry. By default, ANSYS automatically calculates the tolerance based on associated geometries.
Generates nodes and interface elements along lines or areas. The IMESH command requires that the target line or area exactly match the source line or area. Also, both target and source lines or areas must be in the same area or volume. The area or volume containing the source line or area must be meshed before executing IMESH, while the area or volume containing the target line or area must be meshed after executing IMESH.
For three dimensional problems where LAKY
=
AREA, ANSYS fills the interface layer according to the following table:
If source mesh consists of: | ANSYS fills the interface layer with: |
---|---|
Quadrilateral elements | Hexahedral elements |
Triangle elements | Degenerated wedge elements |
Combination quadrilateral and triangle elements | Combination hexahedral and degenerated wedge elements |