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Evolute - Wikipedia, the free encyclopedia
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An evolute is the locus of centers of curvature (the envelope) of a plane curve's normals. The original curve is then said to be the involute of its evolute ...
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From a point above the evolute, three normals can be drawn to the parabola, while only one normal can be drawn to the parabola from a point below the ...
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Definition of evolute in the Online Dictionary. Meaning of evolute. Pronunciation of evolute. Translations of evolute. evolute synonyms, evolute antonyms. Information about evolute in the free online English dictionary and encyclopedia. ... evolute; evolute curve; evolute curve; evolute curve; evolute curves;
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A Hypotrochoid (red) and its evolute (black). Note that vertexes of a curve corresponds to its evolute cusps. The lines are radiuses of tangent circles. graphics code. ... Evolute is a method of deriving a new curve based on a given curve. It is the locus of the centers of tangent circles of the given curve.
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evolute: Definition and Pronunciation ... World & News ... Find definitions for:
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