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Hyperbola

Constructs an hyperbola. The equation of a hyperbola with center at point (c1,c2) with axes parallel to x- and y-axis is (x-c1)2a2-(y-c2)2b2=1.

Syntax

hyperbola(Real, Real, Point, Vector)
hyperbola(Real, Real, Point)
hyperbola(Real, Real, Vector)
hyperbola(Real, Real)

Description

Given two reals aa and bb, a point CC and a vector vv, constructs an hyperbola with semi major axis aa, semi minor axis bb, center at CC and orientation given by vector vv.

calc.hyperbola1.calc.png
calc.hyperbola1.plotter0.calc.png

Given two reals aa and bb and a point CC, constructs an hyperbola with semi major axis aa, semi minor axis bb, center at CC.

calc.hyperbola2.calc.png
calc.hyperbola2.plotter0.calc.png

Given two reals aa and bb and a vector vv, constructs an hyperbola with semi major axis aa, semi minor axis bb, center at origin and orientation given by vector vv.

calc.hyperbola3.calc.png
calc.hyperbola1.plotter0.calc.png

Given two reals aa and bb, constructs an hyperbola with semi major axis aa, semi minor axis bb, center at origin.

calc.hyperbola4.calc.png
calc.hyperbola4.plotter0.calc.png