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Annulus vs Toroid - What's the difference?

annulus | toroid |

As nouns the difference between annulus and toroid

is that annulus is a ring- or donut-shaped area or structure while toroid is a surface generated by a closed curve (especially a circle) rotating about, but not intersecting or containing, an axis in its own plane.

annulus

English

Noun

(en-noun)
  • A ring- or donut-shaped area or structure.
  • (geometry) The region in a plane between two concentric circles of different radius.
  • (topology) Any topological space homeomorphic to the region in a plane between two concentric circles of different radius.
  • (astronomy) The ring of the sun not covered by the moon in an annular solar eclipse.
  • (botany) Structure in a fern that consists of differentially thick-walled cells on a sporangium that bend and distort as a result of drying.
  • (mycology) The membranous remnants of a partial veil which leaves a ring on the stem of a mushroom.
  • (oil and gas production) The space contained between the centre well bore and any external tubing. Sometimes used for separated gas flow.
  • Synonyms

    * (topological space) cylinder

    Hyponyms

    * (ring-shaped structure) torus

    Derived terms

    * annulate * annulation

    toroid

    English

    (wikipedia toroid)

    Noun

    (en noun)
  • (mathematics) A surface generated by a closed curve (especially a circle) rotating about, but not intersecting or containing, an axis in its own plane.
  • A ring-shaped object whose surface is a torus.
  • Quotations

    * 1994', The photon belt, a huge '''torroid ''[sic]'' shaped object composed of photon light particles, was first discovered by your scientists in 1961 near the vicinity of the Pleiades by satellite instrumentation. — ''You are Becoming a Galactic Human , by Virginia Essene and Sheldon Nidel, ISBN 0937147087, pp. 27–28