• Definition for "epicycloid"
    • The curve explained by a place on circumference…
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  • Sentence for "epicycloid"
    • Ciclo, above, a modern update to…
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  • Hyponym for "epicycloid"
  • Hypernym for "epicycloid"
  • Cross Reference for "epicycloid"
  • Urban Dictionary for "epicycloid"
    • In geometry, an epicycloid is an…
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epicycloid definition

  • noun:
    • The curve explained by a place on circumference of a circle while the circle rolls on the exterior regarding the circumference of an extra, fixed group.
    • The locus of a place from the circumference of a circle that rolls without falling on circumference of another group.
    • A curve traced by a spot in the circumference of a circle which rolls on convex part of a set circle.
    • In geometry, a curve created because of the movement of a spot on the circumference of a circle which rolls upon the convex side of a fixed circle. These curves were invented because of the Danish astronomer Roemer in 1674.
    • a line generated by a place on a circle rolling around another group
    • The curve explained by a spot on circumference of a circle because the circle moves on the outside of this circumference of another, fixed group.
    • The locus of a spot from the circumference of a circle that rolls without falling on the circumference of some other group.
    • A curve tracked by a place within the circumference of a circle which rolls on convex part of a hard and fast group.
    • In geometry, a curve generated by the motion of a point in the circumference of a circle which rolls upon the convex part of a hard and fast circle. These curves were conceived by the Danish astronomer Roemer in 1674.
    • a range created by a place on a group moving around another group
    • The curve explained by a spot on the circumference of a circle as group moves on the exterior of circumference of an additional, fixed group.
    • The locus of a point on the circumference of a circle that rolls without sliding in the circumference of another group.
    • A curve tracked by a point in circumference of a circle which rolls regarding convex part of a fixed group.
    • In geometry, a curve produced because of the motion of a spot regarding circumference of a circle which rolls upon the convex part of a hard and fast circle. These curves had been invented because of the Danish astronomer Roemer in 1674.
    • a line produced by a place on a circle moving around another circle
    • The bend described by a spot from the circumference of a circle as the group moves externally associated with the circumference of an additional, fixed group.
    • The locus of a spot on the circumference of a circle that rolls without slipping in the circumference of another circle.
    • A curve traced by a point into the circumference of a circle which rolls on convex part of a hard and fast group.
    • In geometry, a curve generated by the movement of a point in the circumference of a circle which rolls upon the convex side of a hard and fast circle. These curves had been created by the Danish astronomer Roemer in 1674.
    • a line created by a place on a circle rolling around another group
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