Sketcher CreateArcOfHyperbola: Difference between revisions

Revision as of 02:41, 26 September 2020

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Menu location
Sketcher CreateArcOfHyperbola
Sketch → Sketcher geometries → Create an arc of hyperbola
Workbenches
Sketcher
Default shortcut
None
Introduced in version
0.17
See also
Sketcher Arc of Ellipse, Sketcher Arc of parabola

This tool creates an arc of hyperbola by center, major radius and endpoints.

Press the Arc of hyperbola button.
Click in the 3D view to define the major radius center (labelled 1 in the picture above).
Click in the 3D view to define the major radius length, which is also the tip of the arc of hyperbola (labelled 2 in the picture above).
Move the mouse away from the two last selected points to see how the arc will look like. Click again when the approximate desired curvature is shown. This point will define the first end point (labelled 3 in the picture above).
Click a fourth time in the 3D view to define the other end point (labelled 4 in the picture above).

General: Create sketch, Edit sketch, Map sketch to face, Reorient sketch, Validate sketch, Merge sketches, Mirror sketch, Leave sketch, View sketch, View section, Toggle grid, Toggle snap, Configure rendering order, Stop operation

Sketcher geometries: Point, Line, Arc, Arc by 3 points, Circle, Circle by 3 points, Ellipse, Ellipse by 3 points, Arc of ellipse, Arc of hyperbola, Arc of parabola, B-spline by control points, Periodic B-spline by control points, B-spline by knots, Periodic B-spline by knots, Polyline, Rectangle, Centered rectangle, Rounded rectangle, Triangle, Square, Pentagon, Hexagon, Heptagon, Octagon, Regular polygon, Slot, Fillet, Corner-preserving fillet, Trim, Extend, Split, External geometry, Carbon copy, Toggle construction geometry

Sketcher constraints:
- Geometric constraints: Coincident, Point on object, Vertical, Horizontal, Parallel, Perpendicular, Tangent, Equal, Symmetric, Block
- Dimensional constraints: Lock, Horizontal distance, Vertical distance, Distance, Radius or weight, Diameter, Auto radius/diameter, Angle, Refraction (Snell's law)
- Constraint tools: Toggle driving/reference constraint, Activate/deactivate constraint

Sketcher tools: Select unconstrained DoF, Select associated constraints, Select associated geometry, Select redundant constraints, Select conflicting constraints, Show/hide internal geometry, Select origin, Select horizontal axis, Select vertical axis, Symmetry, Clone, Copy, Move, Rectangular array, Remove axes alignment, Delete all geometry, Delete all constraints

Sketcher B-spline tools: Show/hide B-spline degree, Show/hide B-spline control polygon, Show/hide B-spline curvature comb, Show/hide B-spline knot multiplicity, Show/hide B-spline control point weight, Convert geometry to B-spline, Increase B-spline degree, Decrease B-spline degree, Increase knot multiplicity, Decrease knot multiplicity, Insert knot, Join curves

Getting started
Installation: Download, Windows, Linux, Mac, Additional components, Docker, AppImage, Ubuntu Snap
Basics: About FreeCAD, Interface, Mouse navigation, Selection methods, Object name, Preferences, Workbenches, Document structure, Properties, Help FreeCAD, Donate

Help: Tutorials, Video tutorials
Workbenches: Std Base, Arch, Assembly, CAM, Draft, FEM, Inspection, Mesh, OpenSCAD, Part, PartDesign, Points, Reverse Engineering, Robot, Sketcher, Spreadsheet, Start, Surface, TechDraw, Test Framework, Web

@@ Line 6: / Line 6: @@
 <!--T:1-->
 {{GuiCommand
-|Name=Sketcher Arc of hyperbola
+|Name=Sketcher CreateArcOfHyperbola
-|Icon=Sketcher Hyperbolic Arc.png
 |Workbenches=[[Sketcher Workbench|Sketcher]]
 |MenuLocation=Sketch → Sketcher geometries → Create an arc of hyperbola
@@ Line 20: / Line 19: @@
 </translate>
-[[File:Sketcher Arc of Hyperbola 01.png|none]]
+[[File:Sketcher Arc of Hyperbola 01.png]]
 <translate>
@@ Line 26: / Line 25: @@
 <!--T:6-->
-# Press the {{KEY|[[File:Sketcher Hyperbolic Arc.png|24px]] '''Create an arc of hyperbola'''}} button.
+# Press the {{Button|[[File:Sketcher_CreateArcOfHyperbola.svg|16px]] [[Sketcher_CreateArcOfHyperbola|Arc of hyperbola]]}} button.
 # Click in the 3D view to define the major radius center (labelled 1 in the picture above).
 # Click in the 3D view to define the major radius length, which is also the tip of the arc of hyperbola (labelled 2 in the picture above).