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2021 | OriginalPaper | Chapter

6. Loci Generated by Two Segment Lines Bound Between Them

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

It is considered a straight line that rotates around a fixed point, and at the free end it connects with another straight line that rotates around the same point. The mechanism has two leading elements [1], obtaining the trajectories of the end of the second line, with shapes dependent on the correlation of the two movements. Successive positions form aesthetic surfaces [2]. In another case, the first straight line slides on the abscissa, resulting in numerous trajectories and associated positions, also these one being aesthetic surfaces. In another case, the first line slides on the abscissa and the second on the first line, the trajectories being straight lines.

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Literature
1.
go back to reference Popescu I, LucaL (2015) Geometric locus generated by a mechanism with three dyads. In: Analele Universităţii «Constantin Brâncuşi» din Târgu-Jiu, Seria Inginerie, nr. 3/2015, pp 29–37 Popescu I, LucaL (2015) Geometric locus generated by a mechanism with three dyads. In: Analele Universităţii «Constantin Brâncuşi» din Târgu-Jiu, Seria Inginerie, nr. 3/2015, pp 29–37
2.
go back to reference Popescu I, Romanescu AE, Sass L (2016) A locus problem solved through methods from the theory of mechanisms. In: International conference: innovative manufacturing engineering & energy, IManE, 23–25.09.2016, Kallithea Chalkidiki Greece, p 7 Popescu I, Romanescu AE, Sass L (2016) A locus problem solved through methods from the theory of mechanisms. In: International conference: innovative manufacturing engineering & energy, IManE, 23–25.09.2016, Kallithea Chalkidiki Greece, p 7
Metadata
Title
Loci Generated by Two Segment Lines Bound Between Them
Authors
Iulian Popescu
Xenia Calbureanu
Alina Duta
Copyright Year
2021
DOI
https://doi.org/10.1007/978-3-030-63079-9_6

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