Rigge Envelopes as Art Inspiration
Inhaltsverzeichnis
Reference
John Sharp: Rigge Envelopes as Art Inspiration. In: Bridges 2011. Pages 171–178
DOI
Abstract
Many artists using mathematical curves to generate lines in their work use Lissajous figures or cycloids. The mathematician William Rigge introduced a new technique in a paper in the American Mathematical Monthly in 1920 which he called envelope rosettes. In this paper, I look at what he was doing and develop some art which takes his ideas in other directions.
Extended Abstract
Bibtex
Used References
[1] Bob Brill, “The Endless Wave”, Bridges Proceedings 2002, p 56.
[2] John Sharp, “Linkages to Op-Art”, Bridges Proceedings 2006, p XX.
[3] Robert Craig, "The Mechanical Drawing of Cycloids, The Geometric Chuck"; Bridges Proceedings 2006, p 203.
[4] H.S., SavoryGeometric Turning:Comprising a Description of the New Geometric Chuck, Longmans, Green & Co, 1873
[5] Ross Edwards, Microcomputer Art, Prentice-Hall of Australia Pty Ltd
[6] William F. Rigge, "Envelope Rosettes" American Mathematical Monthly, April 1920, pp151-157
[7] William F. Rigge, "Harmonic Curves", Creighton University, Omaha,1926. An electronic copy can be found at www.Hathitrust.org (Accessed Jan 2011)
[8] Jack Tait, “Taitographs - drawings made by machines”, Bridges London Proceedings, 2006 p 4
Links
Full Text
http://archive.bridgesmathart.org/2011/bridges2011-171.pdf
