- References
In physics and geometry, the nodary is the curve that is traced by the focus of a hyperbola as it rolls without slipping along the axis, a roulette curve. [1]
The differential equation of the curve is:
.
Its parametric equation is:
where 
is the elliptic modulus and 
is the incomplete elliptic integral of the second kind and sn, cn and dn are Jacobi's elliptic functions.[1]
The surface of revolution is the nodoid constant mean curvature surface.
References
1. ^1 John Oprea, Differential Geometry and its Applications, MAA 2007. pp. 147–148
1 : Curves
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