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Class Summary |
| CinquefoilKnot |
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| ConstantCurvature |
Defines a space curve of constant curvature kappa by integrating the Frenet equations with kappa=aa
and a torsion function tau(t) = bb + cc*sin(t) + dd*sin(2t) + ee*sin(3t). |
| ConstantTorsion |
Defines a space curve of constant curvature kappa by integrating the Frenet equations with kappa=aa
and a torsion function tau(t) = bb + cc*sin(t) + dd*sin(2t) + ee*sin(3t). |
| Figure8Knot |
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| GrannyKnot |
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| Helix |
Defines an elliptical helix with axis along the y-axis. |
| Loxodrome |
Defines the Loxodrome curve parametrically. |
| RepereMobileDecoration |
A decoration that appears as a three perpendicular line segments at a point
on the curve, representing the tangent, normal, and binormal vectors at that point. |
| SpaceCurveParametric |
A space curve that is defined by parametric equations, giving points of the form (x(t),y(t),z(t)). |
| SpaceCurveParametric.SpaceCurveParametricViewAsTube |
Defines a tube view of a SpaceCurveParametric. |
| SphericalCurve |
A curve that lies on the surface of a sphere. |
| SphericalCycloid |
Defines a rolling curve on the unit sphere |
| SphericalEllipse |
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| SquareKnot |
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| TorusKnot |
Defines a torus knot -- a curve that wraps around the surface of a torus. |
| UserSpaceCurveKappaTau |
Defines a space curve from three functions that give the coordinates of points on the curve as
functions of t, where the data is input by the user. |
| UserSpaceCurveParametric |
Defines a space curve from three functions that give the coordinates of points on the curve as
functions of t, where the data is input by the user. |
| Viviani |
Defines the Viviani curve parametrically,
the intersection of a sphere and a cylinder that touches the sphere. |