- References
- External links
In differential geometry, a nodoid is a surface of revolution with constant nonzero mean curvature obtained by rolling a hyperbola along a fixed line, tracing the focus, and revolving the resulting nodary curve around the line.[1] References1. ^{{citation | last = Oprea | first = John | edition = 2nd | isbn = 978-0-88385-748-9 | location = Washington, DC | mr = 2327126 | pages = 147–148 | publisher = Mathematical Association of America | series = Classroom Resource Materials Series | title = Differential Geometry and its Applications | year = 2007}}.
External links- Wolfram Demonstrations: Delaunay Nodoids
{{geometry-stub}} 1 : Surfaces |