Draft: Serie circolare
|Posizione nel menu|
|Modifiche → Strumenti serie → Serie circolare|
|Introdotto nella versione|
|Serie ortogonale, Serie polare, Serie su tracciato, Serie di link su tracciato, Serie su punti, Clona|
Lo strumento Serie circolare crea una serie da un oggetto selezionato posizionando le copie lungo circonferenze concentriche. È come usare la Serie polare con un angolo polare di 360 gradi e creando diverse serie concentriche.
Questo strumento può essere utilizzato su qualsiasi oggetto che abbia una Part TopoShape, che significa forme 2D create con Draft, ma anche solidi 3D creati con altri ambienti, ad esempio Part, PartDesign o Arch. Può anche creare App Link anziché semplici copie.
- To create orthogonal or polar arrays, use the corresponding and tools.
- To position copies along a path use or .
- To position copies at specified points use or .
- To create copies and manually place them use or .
- To create exact copies and manually place or scale them, use or .
Una serie circolare di un oggetto.
- Select the object from which you wish to array.
- Press the button. If no object is selected, you will be invited to select one before proceeding.
- The task panel is launched where you can select the radial distance, the tangential distance, the number of circular layers, the symmetry parameter, and the center of the axis of rotation.
- You can click on the 3D view to simultaneously set the position of the center of rotation, and complete the command. Otherwise, just press or the button to complete the operation.
- By default, the axis of rotation is the positive Z axis
(0, 0, 1). This can be changed in the property editor after the object is created.
- Each element in the array is an exact clone of the original object, but the entire array is considered a single unit in terms of properties and appearance.
- This command creates the same parametric "Array" object as the one created with the DataArray Type property. and tools. Therefore, the array can be converted to orthogonal, polar, or circular by changing its
These are the options displayed in the task panel.
- Radial distance: the distance from the center of the array to the next circular layer, and between subsequent circular layers.
- Tangential distance: the distance from one element in the array to the next element in the same circular layer. This distance determines how many elements will be in the array; if the number is small, there will be many tightly packed copies; if the number is large, there will only be a few copies. This distance cannot be zero.
- Number of circular layers: the original object is considered one layer by itself. There must be minimum 2, maximum 99.
- Symmetry: determines how the objects will be distributed in the array.
- With symmetry 1 the first element needs to be rotated a full circle to reach the same position, with 2 a rotation of half a circle (180°) is sufficient, with 3 a one third rotation of a circle (120°) is enough. This means that the symmetry parameter determines a rotation of 360°/n. For large values of symmetry the number of objects in the circular layers decreases, that eventually no object will be placed in the inner circle at all. In most cases you want a number between 1 and 6.
- Center of rotation: the coordinates through which the axis of rotation goes through.
- Reset point: it resets the center of rotation to the origin
(0, 0, 0).
- Fuse: if it is checked, the resulting objects in the array will fuse together if they touch each other. This only works if Link array is unchecked.
- Link array: if it is checked, the resulting array will be a "Link array". This array internally uses App Link objects, so it is more efficient when handling many copies of complex shapes. However, in this case, the objects cannot be fused together.
- Press or the button to abort the current command.
Note: if a Link array is created, this object cannot be converted to a regular array. And similarly, a regular array cannot be converted to a Link array. Therefore, you must choose the type of array that you want at creation time.
See the Orthogonal array and Polar array groups.tool for the complete description of the properties. All properties apply, except for those under the
- For circular arrays, the DataCenter (
VectorDistance) specifies an offset from the DataPlacement of the DataBase object. That is, to keep the circular array centered on the DataBase object, keep DataCenter to the default value
(0, 0, 0).
array = make_circular_array(base_object, r_distance=100, tan_distance=50, number=3, symmetry=1, axis=App.Vector(0, 0, 1), center=App.Vector(0, 0, 0), use_link=True):
- Creates an
"Array"object from the
- The values of
tan_distancecorrespond to the radial and tangential distances of the elements in the array.
- The value of
numberis the number of circular layers in the circular pattern; the original object counts as the first layer.
- The value of
symmetryis an integer that participates in some calculations that affect the way the copies are distributed around the circumferences. Usual values are from 1 to 6; higher values are not recommended and will make the copies in the inner layers to disappear.
- The values of
centerare vectors that describe the direction of the axis of rotation, and a point through which that axis goes.
truethe created copies will be App Links and not regular copies.
- The values of
import FreeCAD as App import Draft doc = App.newDocument() tri = Draft.make_polygon(3, 600) array = Draft.make_circular_array(tri, 1800, 1200, 4, 1) doc.recompute()