-
stability of the system. The root
locus plots the
poles of the
closed loop
transfer function in the
complex s-
plane as a
function of a gain parameter...
-
located or on
which it moves. Thus a
circle in the
Euclidean plane was
defined as the
locus of a
point that is at a
given distance of a
fixed point, the...
- In mathematics, a
cubic plane curve is a
plane algebraic curve C
defined by a
cubic equation F ( x , y , z ) = 0 {\displaystyle F(x,y,z)=0} applied...
- or more
distinct shortest geodesics. In the
Euclidean plane, a
point p has an
empty cut
locus,
because every other point is
connected to p by a unique...
- Alternatively, one can
define a
conic section purely in
terms of
plane geometry: it is the
locus of all
points P
whose distance to a
fixed point F (called the...
- examples.
Plane curves C ⊂ P 2 {\displaystyle C\subset \mathbb {P} ^{2}} of
degree k {\displaystyle k} ,
which can be
constructed as the
vanishing locus of a...
- In physics, the
wavefront of a time-varying wave
field is the set (
locus) of all
points having the same phase. The term is
generally meaningful only for...
-
spheres that are
tangent both to a
plane and to a cone that
intersects the
plane. The
intersection of the cone and the
plane is a
conic section, and the point...
- in the
complex plane. The root
locus,
Nyquist plot, and
Nichols plot
techniques all make use of the
complex plane. In the root
locus method, it is important...
-
projective plane, they
intersect in four
points (counting with multiplicity) and thus the
pencil they
define has
these points as base
locus. More precisely...
