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epicycloid    
n. 外摆线

外摆线

epicycloid
n 1: a line generated by a point on a circle rolling around
another circle


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  • Epicycloid - Wikipedia
    In geometry, an epicycloid (also called hypercycloid) [1] is a plane curve produced by tracing the path of a chosen point on the circumference of a circle —called an epicycle —which rolls without slipping around a fixed circle
  • Epicycloid | Desmos
    Epicycloid: An epicycloid is traced by a fixed point on a circle of radius r rolling around the outside of a circle of radius R Use the slider to adjust the ratio R r – this controls the shape of the curve
  • Epicycloid -- from Wolfram MathWorld
    An epicycloid with one cusp is called a cardioid, one with two cusps is called a nephroid, and one with five cusps is called a ranunculoid
  • Epicycloid - GeeksforGeeks
    A curve in geometry known as an epicycloid is created by rolling a point on a circle's circumference around the exterior of another circle Designing gears, examining planetary motion, and producing visually arresting patterns are just a few of the disciplines in which epicycloids find usage
  • EPICYCLOID - MATHCURVE. COM
    The epicycloid is the envelope of a diameter of a circle with radius twice that of (C), rolling without slipping on (C0) externally
  • Epicycloid - Michigan State University
    An epicycloid with one cusp is called a Cardioid, one with two cusps is called a Nephroid, and one with five cusps is called a Ranunculoid -epicycloids can also be constructed by beginning with the Diameter of a Circle, offsetting one end by a series of steps while at the same time offsetting the other end by steps times as large
  • Epicycloid – GeoGebra
    An epicycloid is traced by a fixed point on a circle of radius r rolling around the outside of a circle of radius R Use the slider to adjust the ratio R r – this controls the shape of the curve
  • Epicycloid - Javalab
    Epicycloid refers to the trajectory drawn by a vertex on a small circle when a small circle is rolled outside a large circle The radius of a large circle is denoted by R, the radius of a small circle is denoted by r, and the following properties are given by k = R r
  • Microsoft Word - EPICYCLOID. doc - University of Florida
    The best known of these is the EPICYCLOID It is generated by following the trajectory of a point P on the periphery of a rolling circle about a second stationary circle





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