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2005/01/12 | 波希米亚圆形[Bohemian Dome]
类别(∑〖数学〗)
|
评论
(0)
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阅读(14)
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发表于 12:59
A
quartic surface
which can be constructed as follows. Given a
circle
C
and
plane
E
perpendicular
to the
plane
of
C
, move a second
circle
K
of the same
radius
as
C
through space so that its
center
always lies on
C
and it remains
parallel
to
E
. Then
K
sweeps out the Bohemian dome. It can be given by the
parametric equations
(1)
(2)
(3)
where
. In the above plot,
,
, and c = 1.
The
Gaussian curvature
and
mean curvature
of the surface are given by
(4)
(5)
0
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