Toroid may refer to:
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toroid — TOROÍD, toroide, s.n. (mat.) 1. Suprafaţă generată de o curbă închisă care se roteşte în jurul unei axe din planul curbei şi care nu taie curba. 2. Corp solid mărginit de un toroid (1). – Din fr. toroïde, germ. Toroid. Trimis de LauraGellner,… … Dicționar Român
Toroid — Toroīd, ein Ring mit kreisförmigem Querschnitt … Kleines Konversations-Lexikon
toroid — [tō′roid΄, tôr′oid΄] n. [ TOR(E) + OID] 1. Elec. a doughnut shaped coil 2. Geom. a surface, or its enclosed solid, generated by any closed plane curve rotating about a straight line in its own plane toroidal [tō roid′ l] adj … English World dictionary
Toroid — toroidas statusas T sritis fizika atitikmenys: angl. toroid vok. Toroid, m rus. тороид, m pranc. toroïde, m … Fizikos terminų žodynas
toroid — toroidas statusas T sritis fizika atitikmenys: angl. toroid vok. Toroid, m rus. тороид, m pranc. toroïde, m … Fizikos terminų žodynas
toroid — noun Etymology: New Latin torus Date: 1886 1. a surface generated by a closed plane curve rotated about a line that lies in the same plane as the curve but does not intersect it 2. a body whose surface has the form of a toroid … New Collegiate Dictionary
Toroid Terror — Infobox FRC Game game title = Toroid Terror year = 1997 number teams = 151 [ [http://www.usfirst.org/uploadedFiles/Who/Annual Report Financials/FirstAnnual06(1).pdf first inside spreads ] ] number regionals =… … Wikipedia
Toroid (geometry) — (For other uses of this term, see Toroid disambiguation page.)In mathematics, a toroid is a doughnut shaped object, such as an O ring. The surface of such an object is known as a torus. Its annular shape is generated by revolving a circle around… … Wikipedia
Toroid — Torus Ein Torus (lat. torus: Wulst , Plural: Tori) ist ein geometrisches Gebilde, das wulstartig aufgebaut ist und mit der Form eines Schwimmreifens oder Donuts verglichen werden kann. Genauer wird in drei Formen unterschieden: Eingebettete Tori… … Deutsch Wikipedia
toroid — /tawr oyd, tohr /, n. Geom. 1. a surface generated by the revolution of any closed plane curve or contour about an axis lying in its plane. 2. the solid enclosed by such a surface. [1895 1900; TOR(US) + OID] * * * … Universalium
