Select
Selects an existing geometric construction object, such as a curve or surface, to edit or delete.
Add
Selects geometry that defines a new geometric construction. Used with the numbered options listed below.
Delete
Deletes a selected geometric construction.
Cancel
Cancels the macro, closes the geometric construction ribbon and the Geometric Construction Palette Dialog, and then returns to the main command ribbon.
Close
Verifies the validity of values selected for the options, closes the geometric construction ribbon and the Geometric Construction Palette Dialog, and then returns to the main command ribbon. The selected values are still available when you click again on the main command ribbon.
Geometric Construction
Displays the current geometric construction interface. You can also select a different, recently-used interface or More.
More
Opens the Select Geometric Construction dialog. For a new geometric construction, all interfaces delivered with the software are available. For an existing geometric construction, only similar interface types are available.
Geometric constructions displaying only in the Select Geometric Construction dialog are not intended for general usage. You should first consult your Hexagon support representative before using these geometric constructions.
1
Specifies the coordinate system.
Reject
Clears the selections for the current step.
Accept
Accepts the current selections and displays a preview.
Continue
Completes the geometric construction definition. The ribbon continues to display so that you can define parameters for additional geometry.
The geometric constructions are not created and saved to the model until you click Finish on the main command ribbon to create the model object.
Specify the following dimensions:
COR
Cutout radius
Width
Head section width
PCPL1, PCPL2
Pulley center-point lengths
PCPD
Pulley center-point depth
HSL1, HSL2, HSL3
Head section lengths
HSD1, HSD2, HSD3
Head section depths
HSW
Head section width
HSOL
Head section opening length
HSCA1, HSCA2
Head section converging angles