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2021 | OriginalPaper | Chapter

9. The ‘Butterfly’ Locus Type

Authors : Iulian Popescu, Xenia Calbureanu, Alina Duta

Published in: Problems of Locus Solved by Mechanisms Theory

Publisher: Springer International Publishing

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Abstract

Two concurrent fixed lines have at their point of intersection a torque of rotation, so that another line rotates around this point, this line intersecting with another line that goes with its heads on the fixed lines, looking for the geometric place of this point of intersection. This generates the “butterfly” curve. Many similar curves result in changing the angle between a fixed line and an abscissa.

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Literature
2.
go back to reference Popescu I (2017) Curbe de bielă în diferite plane şi locuri geometrice generate de mecanisme. Editura Sitech, Craiova Popescu I (2017) Curbe de bielă în diferite plane şi locuri geometrice generate de mecanisme. Editura Sitech, Craiova
3.
go back to reference Sass L, Duţă A, Popescu I (2017) Nature gives us beauty, insoiring the technical creativity. Journal of industrial design and engineering graphics. Papers of the international conference on engineering graphics and design, section 3: engineering computer graphics. 12(1), 41–46 Sass L, Duţă A, Popescu I (2017) Nature gives us beauty, insoiring the technical creativity. Journal of industrial design and engineering graphics. Papers of the international conference on engineering graphics and design, section 3: engineering computer graphics. 12(1), 41–46
Metadata
Title
The ‘Butterfly’ Locus Type
Authors
Iulian Popescu
Xenia Calbureanu
Alina Duta
Copyright Year
2021
DOI
https://doi.org/10.1007/978-3-030-63079-9_9

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