A solid or surface having plane sections that are hyperbolas, ellipses, or circles.
- In the vicinity of point M, we assume that the surface of the hyperboloid is a plane.
- Out of this work came another of Wren's important mathematical results, namely that the hyperboloid of revolution is a ruled surface.
- In 1826 he generalised his theorem to a hyperboloid of revolution, rather than a cone.
- Example sentences
- He has a Parisian optician produce hyperboloidal lenses for a demonstration, but the lenses are a failure.
- These members complete the hyperboloidal structural connections to make the new structural principle operate.
- For general hyperboloidal gears, let us now calculate and in the same way in terms of the velocity ratio.
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Line breaks: hyper|bol¦oid
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