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Lissajous information


Lissajous may refer to

  • Jules Antoine Lissajous (1822–1880), French mathematician
    • Lissajous curve (or figure, or spiral), a mathematical figure showing a type of harmonic motion
    • Lissajous knot, in knot theory
    • Lissajous orbit, an orbital trajectory resembling a Lissajous curve

and 24 Related for: Lissajous information

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Lissajous curve

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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...

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Lissajous

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Lissajous may refer to Jules Antoine Lissajous (1822–1880), French mathematician Lissajous curve (or figure, or spiral), a mathematical figure showing...

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Lissajous orbit

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WMAP's trajectory In orbital mechanics, a Lissajous orbit (pronounced [li.sa.ʒu]), named after Jules Antoine Lissajous, is a quasi-periodic orbital trajectory...

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Lissajous knot

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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...

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Jules Antoine Lissajous

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a French physicist, after whom Lissajous figures are named. Among other innovations, Lissajous invented the Lissajous apparatus, a device that creates...

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Lagrange point

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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...

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Australian Broadcasting Corporation

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in Australia. In the early years of television, the ABC had been using Lissajous curves as fillers between programmes. In July 1963, the ABC conducted...

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Harmonograph

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pendulums to create a geometric image. The drawings created typically are Lissajous curves or related drawings of greater complexity. The devices, which began...

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Parametric equation

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{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...

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Osculating circle

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curvature increases ~ t3, that is, the curve straightens more and more. A Lissajous curve with ratio of frequencies (3:2) can be parametrized as follows γ...

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Halo orbit

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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...

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Oscilloscope

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characteristics) for components such as diodes, as well as Lissajous patterns. Lissajous figures are an example of how an oscilloscope can be used to...

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Horseshoe orbit

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Box orbit Co-orbital moon Halo orbit Interplanetary Transport Network Lissajous orbit Natural satellite Quasi-satellite Temporary satellite Christou,...

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Satellite

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and the Sun) or many bodies at once (two for a halo orbit, three for a Lissajous orbit). Earth observation satellites gather information for reconnaissance...

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Orbital period

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Perturbations Sphere of influence N-body orbits Lagrangian points (Halo orbits) Lissajous orbits Lyapunov orbits Engineering and efficiency Preflight engineering...

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LISA Pathfinder

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30 June 2017 Orbital parameters Reference system Sun–Earth L1 Regime Lissajous orbit Periapsis altitude 500,000 km (310,000 mi) Apoapsis altitude 800...

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Escape velocity

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Perturbations Sphere of influence N-body orbits Lagrangian points (Halo orbits) Lissajous orbits Lyapunov orbits Engineering and efficiency Preflight engineering...

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Volumetric display

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data in a volume, it is not an addressable display and capable of only lissajous figures, such at those generated by bouncing a laser off a galvo or speaker...

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Far side of the Moon

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based on the existing TIROS satellites to be launched into a Farquhar–Lissajous halo orbit around the L2 point so as to maintain line-of-sight contact...

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Azimuth

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Perturbations Sphere of influence N-body orbits Lagrangian points (Halo orbits) Lissajous orbits Lyapunov orbits Engineering and efficiency Preflight engineering...

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Libration point orbit

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amenable to Lyapunov stability[clarification needed] are halo orbits and Lissajous orbits The James Webb Space Telescope (JWST) is in a libration point orbit...

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Argument of periapsis

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Perturbations Sphere of influence N-body orbits Lagrangian points (Halo orbits) Lissajous orbits Lyapunov orbits Engineering and efficiency Preflight engineering...

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Ellipse

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parallel or perspective projection. The ellipse is also the simplest Lissajous figure formed when the horizontal and vertical motions are sinusoids with...

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Propellant mass fraction

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Perturbations Sphere of influence N-body orbits Lagrangian points (Halo orbits) Lissajous orbits Lyapunov orbits Engineering and efficiency Preflight engineering...

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