pyvista.Plotter.add_box_widget#
- Plotter.add_box_widget(
- callback,
- bounds=None,
- factor=1.25,
- rotation_enabled=True,
- color=None,
- use_planes=False,
- outline_translation=True,
- pass_widget=False,
- interaction_event='end',
Add a box widget to the scene.
This is useless without a callback function. You can pass a callable function that takes a single argument, the PolyData box output from this widget, and performs a task with that box.
- Parameters:
- callback
callable()
The method called every time the box is updated. This has two options: Take a single argument, the
PolyData
box (default) or ifuse_planes=True
, then it takes a single argument of the plane collection as avtkPlanes
object.- bounds
tuple
(float
) Length 6 tuple of the bounding box where the widget is placed.
- factor
float
,optional
An inflation factor to expand on the bounds when placing.
- rotation_enabledbool,
optional
If
False
, the box widget cannot be rotated and is strictly orthogonal to the Cartesian axes.- color
ColorLike
,optional
Either a string, rgb sequence, or hex color string. Defaults to
pyvista.global_theme.font.color
.- use_planesbool,
optional
Changes the arguments passed to the callback to the planes that make up the box.
- outline_translationbool,
optional
If
False
, the box widget cannot be translated and is strictly placed at the given bounds.- pass_widgetbool,
optional
If
True
, the widget will be passed as the last argument of the callback.- interaction_event
vtk.vtkCommand.EventIds
,str
,optional
The VTK interaction event to use for triggering the callback. Accepts either the strings
'start'
,'end'
,'always'
or avtk.vtkCommand.EventIds
.Changed in version 0.38.0: Now accepts either strings or
vtk.vtkCommand.EventIds
.
- callback
- Returns:
vtk.vtkBoxWidget
Box widget.
Examples
Shows an interactive box that is used to resize and relocate a sphere.
>>> import pyvista as pv >>> import numpy as np >>> plotter = pv.Plotter() >>> def simulate(widget): ... bounds = widget.bounds ... new_center = np.array( ... [ ... (bounds[0] + bounds[1]) / 2, ... (bounds[2] + bounds[3]) / 2, ... (bounds[4] + bounds[5]) / 2, ... ] ... ) ... new_radius = ( ... min( ... (bounds[1] - bounds[0]) / 2, ... (bounds[3] - bounds[2]) / 2, ... (bounds[5] - bounds[4]) / 2, ... ) ... - 0.3 ... ) ... sphere = pv.Sphere(new_radius, new_center) ... _ = plotter.add_mesh(sphere, name="Sphere") ... >>> _ = plotter.add_box_widget(callback=simulate) >>> plotter.show()