-
shape will be the
evolute of that curve. The
evolute of a
circle is
therefore a
single point at its center. Equivalently, an
evolute is the
envelope of...
- as the
string is
either unwrapped from or
wrapped around the curve. The
evolute of an
involute is the
original curve. It is
generalized by the roulette...
- \varphi +\cos 3\varphi ,3\sin \varphi +\sin 3\varphi )} (see above). The
evolute of a
curve is the
locus of
centers of curvature. In detail: For a curve...
- of the
circle k {\displaystyle k} , one gets a limaçon of Pascal. The
evolute of a
curve is the
locus of
centers of curvature. In detail: For a curve...
-
between the
origin and
point (4,8), one gets the arc
length 9.073. The
evolute of the
parabola ( t 2 , t ) {\displaystyle (t^{2},t)} is a semicubical...
- used), cubocycloid, and paracycle. It is
nearly identical in form to the
evolute of an ellipse. If the
radius of the
fixed circle is a then the equation...
- all the
osculating circles (also
called "centers of curvature") is the
evolute of the curve. If the
derivative of
curvature κ'(t) is zero, then the osculating...
- the
curve and the
envelope of such
normals is its
evolute. Therefore, YR is
tangent to the
evolute and the
point Y is the foot of the
perpendicular from...
-
loosely coiled,
evolute and
gyroconic s**** in
which the
sutural element are said to have
complex moss-like endings. S**** are
generally evolute, with all...
-
mahat is a
concept in the
Samkhya philosophy of Hinduism. It is the
first evolute of Prakriti, the
causeless cause of the world, that is
generated after...
