- In
solid geometry, the
sphericon is a
solid that has a
continuous developable surface with two congruent, semi-circular edges, and four
vertices that...
- the motion, and is
given by: l=3r{\displaystyle l={\sqrt {3}}r}. The
sphericon is the
convex hull of two
semicircles on
perpendicular planes, with centers...
- An
example ASCII STL of a
sphericon...
- four vertices. The form of the
femisphere is
reminiscent of that of a
sphericon but
without straight lines.
Instead of that, it has
circular arcs of arbitrary...
-
Catalan surface Right conoid Conical surface Helicoid Developable rollers (
sphericon, oloid)
Hyperboloid of one
sheet (doubly ruled)
Hyperbolic paraboloid...
- are the
Reuleaux triangle and the
Meissner bodies. The
oloid and the
sphericon are
members of a
special family of
developable rollers that
develop their...
- = R 2 + H 2 {\displaystyle S={\sqrt {R^{2}+H^{2}}}} is the
slant height.
Sphericon Biconical antenna Weisstein, Eric W. "Bicone". MathWorld. v t e...
- spheroid,
ellipsoid Parabolic microphone Parabolic reflector Soddy's
hexlet Sphericon Stereographic projection Stereometry Ball
Convex Convex hull
Coxeter group...
-
sphericon as a poly-
sphericon. The only
difference between the
sphericon as a poly-
sphericon and
sphericon as a
polycon is that as a poly-
sphericon it...
- of one or more
circular arcs and four vertices. All of them, but the
sphericon, have
surfaces that
consist of one kind of
conic surface and one, or more...
