Sketcher ConstrainPerpendicular/fr

Description == La contrainte perpendiculaire fait que deux lignes soient perpendiculaires les unes aux autres, ou deux courbes soit perpendiculaire à leur intersection. Les lignes sont traitées infinie, et des arcs sont traités comme des cercles pleins / ellipses. La contrainte est également capable de connecter deux courbes, les forçant perpendiculaire au joint, de manière similaire à Contrainte Tangente.

Utilisation
Il y a quatre façons différentes d'appliquer la contrainte :
 * 1) entre deux courbes (non disponible pour toutes les courbes)
 * 2) entre deux extrémités d'une courbe
 * 3) entre une courbe et un point de terminaison d'un autre courbe
 * 4) entre deux courbes au point défini par l'utilisateur

Pour appliquer la contrainte perpendiculaire, suivre les étapes suivantes:
 * Sélectionnez deux ou trois entités dans l'esquisse.
 * Appelez la contrainte en cliquant sur son icône sur la barre d'outils, ou en sélectionnant l'option de menu, ou en utilisant le raccourci clavier.

Between two curves (direct perpendicularity)


Two curves will be made perpendicular at point of their intersection (either real, or of curves' extensions), and the point of intersection will be implicit. This mode is applied if two curves were selected.

Accepted selection: If direct perpendicularity between selected curves is not supported (e.g. between a line and an ellipse), a helper point will be added to sketch automatically, and perpendicular-via-point will be applied.
 * line +  line, circle, arc
 * circle, arc +  circle, arc

Unlike for tangency, it is perfectly fine to reconstruct the point of perpendicularity by creating a point and constraining it to lie on both curves (thus constraining the point to the intersection).

Between two endpoints (point-to-point perpendicularity)


In this mode, the endpoints are made coincident, and the joint is made to be right angle. This mode is applied when two endpoints of two curves were selected.

Accepted selection:
 * endpoint of line/arc/arc-of-ellipse +  endpoint of line/arc/arc-of-ellipse (i.e., two endpoints of any two curves)

Between curve and endpoint (point-to-curve perpendicularity)


In this mode, an endpoint of one curve is constrained to lie on the other curve, and the curves are forced perpendicular at the point. This mode is applied when a curve and an endpoint of another curve were selected.

Accepted selection:
 * line, circle, arc, ellipse, arc-of-ellipse +  endpoint of line/arc/arc-of-ellipse (i.e., any curve  +  endpoint of any curve)

Between two curves at point (perpendicular-via-point) (v0.15)


In this mode, two curves are made perpendicular, and the point of perpendicularity is tracked. This mode is applied when two curves and a point were selected.

Accepted selection: "Any point" can be a lone point, or a point of something, e.g. a center of a circle, an endpoint of an arc, or the origin.
 * any line/curve +  any line/curve  +  any point

For the constraint to work correctly, the point must be on both curves. So, as the constraint is invoked, the point will be automatically constrained onto both curves (helper constraints will be added, if necessary), and the curves will be forced perpendicular at the point. These helper constraints are plain regular constraints. They can be added manually, or deleted.

Compared to direct perpendicular, this constraint is slower, because there are mode degrees of freedom involved, but it supports ellipses.

The placement of the point before the constraint is applied is a hint for the solver for where the perpendicularity should be.

Scripting
Perpendicular Constraint can be created from macros and from the python console by using the following:

where:
 * Sketch is a sketch object
 * icurve1, icurve2 are two integers identifying the curves to be made perpendicular. The integers are indexes in the sketch (the value, returned by Sketch.addGeometry).
 * pointpos1, pointpos2 should be 1 for start point and 2 for end point.
 * geoidpoint and pointpos in PerpendicularViaPoint are the indexes specifying the point of perpendicularity.