PartDesign AdditiveSphere/pt-br

PartDesign AdditiveSphere
Menu location
Part Design → Additive Primitive → Additive Sphere
Workbenches
PartDesign
Default shortcut
None
Introduced in version
0.17
See also
PartDesign SubtractiveSphere

Description

Inserts a primitive sphere in the active Body as the first feature, or fuses it to the existing feature(s).

Usage

1. There are several ways to invoke the tool:
   • Press the Additive Sphere button. Note: the Additive Sphere is part of an icon menu labelled Additive Primitive. After launching FreeCAD, the Additive Box is the one displayed in the toolbar. To get the Sphere, click on the down arrow besides the visible icon and select Additive Sphere in the menu.
   • Select the Part Design → Additive Primitive → Additive Sphere option from the menu.
2. The task panel opens.
3. Set the parameters. introduced in 1.2: If the Show interactive draggers when editing features preference is selected (default), the radius can be adjusted with an interactive gizmo in the 3D View.
4. Optionally set the Attachment.
5. Click OK.
6. A Sphere feature appears under the active Body.

Options

The Sphere can be edited after its creation in two ways:

• Double-clicking it in the Tree View, or by right-clicking and selecting Edit Primitive in the context menu; this brings up the task panel and (introduced in 1.2) the interactive gizmo (if enabled).
• Via the Property View.

Properties

• DadosAttachment: defines the attachment mode as well as the Attachment Offset. See Part EditAttachment.
• DadosLabel: Label given to the Sphere object. Change to suit your needs.
• DadosRadius: Radius of the sphere.
• DadosAngle1: (labelled V parameter in the Primitive Parameters) lower truncation of the sphere, parallel to the circular cross section (-90 degrees in a full sphere)
• DadosAngle2: (unlabelled in the Primitive Parameters) upper truncation of the sphere, parallel to the circular cross section (90 degrees in a full sphere).
• DadosAngle3: (labelled U parameter in the Primitive Parameters) angle of rotation of the cross section (360 degrees in a full sphere).