controls

class ansys.fluent.core.meshing.tui_241.main_menu.boundary.remesh.controls(service, version, mode, path)

Bases: TUIMenu

Enters the edge loop tools text menu.

Classes:

delete_overlapped(service, version, mode, path)	Toggles the deletion of region of overlap of the two surfaces.
direction(service, version, mode, path)	Specifies the direction of the edge loop projection.
intersect(service, version, mode, path)	Enters the intersect control menu.
project_method(service, version, mode, path)	Specifies the method for projecting edge loops.
proximity_local_search(service, version, ...)	Includes the selected face for proximity calculation.
quadratic_recon(service, version, mode, path)	Enables/disables quadratic reconstruction of edge loops.
remesh_method(service, version, mode, path)	Specifies the method to be used for the node distribution on the edge loop.
spacing(service, version, mode, path)	Sets the node spacing for the edge loop.
tolerance(service, version, mode, path)	Sets the tolerance for determining if two edges intersect.

class delete_overlapped(service, version, mode, path)

Bases: TUIMethod

Toggles the deletion of region of overlap of the two surfaces.

class direction(service, version, mode, path)

Bases: TUIMethod

Specifies the direction of the edge loop projection.

class project_method(service, version, mode, path)

Bases: TUIMethod

Specifies the method for projecting edge loops.

class proximity_local_search(service, version, mode, path)

Bases: TUIMethod

Includes the selected face for proximity calculation.

class quadratic_recon(service, version, mode, path)

Bases: TUIMethod

Enables/disables quadratic reconstruction of edge loops.

class remesh_method(service, version, mode, path)

Bases: TUIMethod

Specifies the method to be used for the node distribution on the edge loop.

class spacing(service, version, mode, path)

Bases: TUIMethod

Sets the node spacing for the edge loop.

class tolerance(service, version, mode, path)

Bases: TUIMethod

Sets the tolerance for determining if two edges intersect.