Reference results for Epicycloid from

Epicycloid - Wikipedia, the free encyclopedia

The epicycloid is a special kind of epitrochoid. An epicycle with one cusp is a cardioid. An epicycloid and its evolute are similar. [1

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. Epicycloids can also be ...

Epicycloid | Define Epicycloid at

The epicycloid shown is termed the “three-cusped epicycloid” or the “epicycloid of Cremona.”

Cycloid - Wikipedia, the free encyclopedia

A cycloid is the curve traced by a point on the rim of a circular wheel as the wheel rolls along a straight line without slippage. It is an example of a roulette, a ...

Epicycloid | Definition of Epicycloid by Merriam-Webster

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epicycloid - definition of epicycloid by The Free Dictionary

epicycloid The parametric equations of an epicycloid are x = (a + b) cos θ - b cos (a + bb θ) y = (a + b) sin θ - b sin (a + bb θ). ep·i·cy·cloid (ĕp′ĭ-sī ...

THE EPICYCLOID - College of the Redwoods

THE EPICYCLOID. BY. DENNIS ASTLEY & EMILY ASTLEY . The epicycloid is the special plane curve defined as the path traced by a point P on a circle that rolls around a ...

epicycloid - Curve

The curve is formed by the locus of a point, attached to a circle, that rolls on 1) the outside of another circle 2). In the curve's equation the first part denotes ...

OidEG.html - California State University, Los Angeles

The shape of the epicycloid is totally determined by the single number N. The general parametric form of an epicycloid is : o RETURN to MAIN Go To TOP ...

Cycloid - College Algebra

10.4 Cycloid In this section, ... Epicycloid An epicycloid is the curve generated by a fixed point on a circle as it rolls without slipping outside a circle.