- A
Lissajous curve /ˈlɪsəʒuː/, also
known as
Lissajous figure or
Bowditch curve /ˈbaʊdɪtʃ/, is the
graph of a
system of
parametric equations x = A sin...
- WMAP's
trajectory In
orbital mechanics, a
Lissajous orbit (pronounced [li.sa.ʒu]),
named after Jules Antoine Lissajous, is a quasi-periodic
orbital trajectory...
-
Lissajous may
refer to
Jules Antoine Lissajous (1822–1880),
French mathematician Lissajous curve (or figure, or spiral), a
mathematical figure showing...
- a
French physicist,
after whom
Lissajous figures are named.
Among other innovations,
Lissajous invented the
Lissajous apparatus, a
device that creates...
- In knot theory, a
Lissajous knot is a knot
defined by
parametric equations of the form x = cos ( n x t + ϕ x ) , y = cos ( n y t + ϕ y ) , z = cos...
-
newly launched Euclid, also
occupy orbits around L2. Gaia
keeps a
tighter Lissajous orbit around L2,
while Euclid follows a halo
orbit similar to JWST. Each...
- {t}{2}}=u\,.} A
Lissajous curve is
similar to an ellipse, but the x and y
sinusoids are not in phase. In
canonical position, a
Lissajous curve is given...
-
empty space, its
peculiar characteristic is that it can be
orbited by a
Lissajous orbit or by a halo orbit.
These can be
thought of as
resulting from an...
- In knot theory, a
Lissajous-toric knot is a knot
defined by
parametric equations of the form: x ( t ) = ( 2 + sin q t ) cos N t , y ( t ) = ( 2 +...
-
pendulums to
create a
geometric image. The
drawings created typically are
Lissajous curves or
related drawings of
greater complexity. The devices,
which began...
