Curve::Conic class reference
[Core module]

This class is a member of the Curve namespace.

This class models a rotationally symmetric conic curves with given radius of curvature and deformation coefficient. The later can be provided either as Schwarzschild constant or Eccentricity value.

Fitting can be used to find best fit conic of an other rotationally symmetric curve either with fixed or free deformation parameter.

Sphere and Parabola offer optimized implementations for common special cases.

See also the full member list section for this class.

• 13 members inherited from ConicBase

• Conic(double roc, double sc)
• virtual double derivative(double r) const
• double fit(const Rotational &curve, double radius, unsigned int count)
• virtual bool intersect(Math::Vector3 &point, const Math::VectorPair3 &ray) const
• virtual double sagitta(double r) const
• void set_eccentricity(double e)
• void set_schwarzschild(double sc)

Creates a conic curve with given radius of curvature and Schwarzschild constant

This virtual function implements the derivative pure function declared in the ConicBase base abstract class.

Documentation inherited from base class:

Get curve derivative at specified distance from origin.

• r: distance from curve origin (0, 0)

Adjust radius of curvature _and_ deformation to best fit given curve

Parameters list:

• curve: Curve to fit
• radius: Maximum radius used to get sample points
• count: Number of sample points to use

This virtual function implements the intersect pure function declared in the ConicBase base abstract class.

Documentation inherited from base class:

Get intersection point between curve and 3d ray. Return false if no intersection occurred

This virtual function implements the sagitta pure function declared in the ConicBase base abstract class.

Documentation inherited from base class:

Get curve sagitta at specified distance from origin.

• r: distance from curve origin (0, 0)

Set eccentricity

Set Schwarzschild constant