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epitrochoid

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Epitrochoid - Wikipedia
In geometry, an epitrochoid (/ɛpɪˈtrɒkɔɪd/ or /ɛpɪˈtroʊkɔɪd/) is a roulette traced by a point attached to a circle of radius r rolling around the outside of a ... en.wikipedia.org
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Epitrochoid - MATHCURVE.COM
The epitrochoids are the curves described by a point linked to a circle (C) rolling without slipping on a base circle (C0), the open disks with boundaries (C) ... mathcurve.com
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Epitrochoid | Desmos
Explore math with our beautiful, free online graphing calculator. Graph functions, plot points, visualize algebraic equations, add sliders, animate graphs, ... www.desmos.com
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epitrochoid
epitrochoid Math. (ɛpɪˈtrɒkɔɪd) [f. Gr. ἐπί upon + τροχός wheel + -oid; after analogy of epicycloid.] The curve described by a point rigidly connected with the centre of a circle which rolls on the outside of another circle. Cf. epicycloid.1843 Penny Cycl. XXV. 284/2. 1879 Thomson & Tait Nat. Phil. ... Oxford English Dictionary
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Epitrochoid -- from Wolfram MathWorld
The roulette traced by a point P attached to a circle of radius b rolling around the outside of a fixed circle of radius a. mathworld.wolfram.com
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epitrochoid - Wiktionary, the free dictionary
epitrochoid (plural epitrochoids). A geometric curve traced by a fixed point on one circle which rotates around the perimeter of another circle. en.wiktionary.org
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Epitrochoid - GeoGebra
A epitrochoid is traced by a point attached to a circle of radius r rolling around the outside of a fixed circle of radius R. www.geogebra.org
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EPITROCHOID Definition & Meaning - Merriam-Webster
The meaning of EPITROCHOID is a plane curve traced by a point on the radius or extended radius of a circle rolling on the outside of a fixed circle. www.merriam-webster.com
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Epitrochoid - johzu
Epitrochoid. Definition. Epitrochoids are plane curves traced by a fixed point on a circle of radius r r r that rolls without slipping around the outside of ... johzu.com
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Epitrochoids and Hypotrochoids - Trigonometry - Malin Christersson's
An epitrochoid is drawn when a small circle rolls on the outside of a large circle. If A is the midpoint of the small circle, a pen is put in a hole B at a ... www.malinc.se
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Epitrochoids, Hypotrochoids, Peritrochoids - Walter Fendt
They can be divided into three types: Epitrochoid (special case epicycloid included): A circle rolls on the outside of the fixed circle. www.walter-fendt.de
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Hypotrochoid
The classic Spirograph toy traces out hypotrochoid and epitrochoid curves. wikipedia.org
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trochoid
trochoid, n. and a. (ˈtrɒkɔɪd, ˈtrəʊkɔɪd) [ad. Gr. τροχοειδής round like a wheel, f. τροχός wheel + εἶδος form: see -oid; cf. F. trochoïde (1658 in Hatz.-Darm.).] A. n. 1. Geom. A curve traced by a point on or connected with a rolling circle; orig. = cycloid 1: now usually restricted to the curtate ... Oxford English Dictionary
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Trochoid
The number of cusps given above also hold true for any epitrochoid and hypotrochoid, with "cusps" replaced by either "radial maxima" or "radial minima" See also Aristotle's wheel paradox Brachistochrone Cyclogon Cycloid Epitrochoid Hypotrochoid List of periodic functions Roulette (curve) Spirograph wikipedia.org
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Centered trochoid
The term encompasses both epitrochoid and hypotrochoid. The center of this curve is defined to be the center of the fixed circle. ) Introduction and Flash Animation of Hypotrochoid (Spanish) Flash Animation of Epitrochoid Flash Animation of Hypotrochoid Epitrochoid at Mathworld wikipedia.org
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