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1 фигуры Лиссажу
1) Mathematics: the Lissajous figures2) Physics: Lissajous figures3) Electronics: Lissajous curves, Lissajous pattern4) Makarov: Lissajous figure, Lissajous patterns -
2 фигура
* * *фигу́ра ж. физ.
figure, pattern, form, shapeвидманште́ттеновы фигу́ры астр. — Widmanstaetten figuresфигу́ра деформа́ции — strain figureфигу́ра Земли́ — Earth's figure, shape of the Earthинтерференцио́нная фигу́ра ( в осциллоскопии) — Lissajous figureкриволине́йная фигу́ра — curvilinear figureфигу́ры Лиссажу́ ( в осциллоскопии) — Lissajous figuresнепра́вильная фигу́ра — irregular figureпло́ская фигу́ра — plane figureподо́бные фигу́ры — similar figuresпо́люсная фигу́ра — pole figureпорошко́вая фигу́ра — powder pattern, powder figureсимметри́чная фигу́ра — regular figureфигу́ра травле́ния — etch patternфигу́ра уда́ра — percussion figure
См. также в других словарях:
Lissajous curve — In mathematics, a Lissajous curve (Lissajous figure or Bowditch curve) is the graph of the system of parametric equations:x=Asin(at+delta),quad y=Bsin(bt),which describes complex harmonic motion. This family of curves was investigated by… … Wikipedia
Lissajous , Jules Antoine — (1822–1880) French physicist Born at Versailles, Lissajous graduated from the Ecole Normale Supérieure in 1847 and then taught physics at a school in Paris. He was interested in finding a way of making sound vibrations visible. Chladni had… … Scientists
Lissajous figure — /lee seuh zhooh , lee seuh zhooh /, Physics. the series of plane curves traced by an object executing two mutually perpendicular harmonic motions. [1875 80; named after Jules A. Lissajous (1822 80), French physicist] * * * also called… … Universalium
History of the Australian Broadcasting Corporation — The history of the Australian Broadcasting Corporation spans from its origins as regulatory body to its expansion as a content provider in radio, television and new media.OriginsThe first public radio station in Australia opened in Sydney on 13… … Wikipedia
Jules Antoine Lissajous — (March 4, 1822 June 24, 1880) was a French mathematician, after whom Lissajous figures are named. Among other innovations, Lissajous invented the Lissajous apparatus, a device which creates the figures that bear his name. In it a light is shone… … Wikipedia
Orbit of the Moon — Not to be confused with Lunar orbit in the sense of a selenocentric orbit, that is, an orbit around the Moon The Moon completes its orbit around the Earth in approximately 27.3 days (a sidereal month). The Earth and Moon orbit about their… … Wikipedia
Bowditch, Nathaniel — born March 26, 1773, Salem, Mass., U.S. died March 16, 1838, Boston, Mass. U.S. mathematician and astronomer. He was largely self educated. After investigating the accuracy of J.H. Moore s The Practical Navigator, he produced a revised edition in … Universalium
Nathaniel Bowditch — Bowditch is often credited as the founder of modern maritime navigation. Born March 26, 1773(1773 03 26) … Wikipedia
Oscilloscope — This article is about current oscilloscopes, providing general information. For history of oscilloscopes, see Oscilloscope history. For detailed information about various types of oscilloscopes, see Oscilloscope types. Illustration showing the… … Wikipedia
Harmonograph — A harmonograph is a mechanical apparatus that employs pendulums to create a geometric image. The drawings created typically are Lissajous curves, or related drawings of greater complexity. The devices, which began to appear in the mid 19th… … Wikipedia
Optics — For the book by Sir Isaac Newton, see Opticks. Optical redirects here. For the musical artist, see Optical (artist). Optics includes study of dispersion of light. Optics is the branch of … Wikipedia