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2021 | OriginalPaper | Chapter

4. Loci Generated by the Points on a Line Which Move on Two Concurrent Lines

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

We consider a straight line that can have a rotation motion around a fixed point and another one which slides with one end on the first one and the other end slides on a fixed line, we try to obtain the trajectories of several points situated on the mobile line. Numerous trajectories are obtained depending to the angle of the fixed line with the abscissa [1]. Successive positions are also given. The curves have two branches. When the fixed line have rotation motion too, there are two leading elements and the trajectories depend on the correlation between their movements [3].

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Literature
1.
go back to reference Popescu Iulian—Locuri geometrice şi imagini estetice generate cu mecanisme. Editura Sitech, Craiova, 2016 Popescu Iulian—Locuri geometrice şi imagini estetice generate cu mecanisme. Editura Sitech, Craiova, 2016
2.
go back to reference Popescu Iulian—Curbe de bielă în diferite plane şi locuri geometrice generate de mecanisme. Editura Sitech, Craiova, 2017 Popescu Iulian—Curbe de bielă în diferite plane şi locuri geometrice generate de mecanisme. Editura Sitech, Craiova, 2017
3.
go back to reference Popescu I, Luca L (2015) Geometric locus generated by a mechanism with three dyads. În: Analele Universităţii « Constantin Brâncuşi » din Târgu-Jiu, Seria Inginerie, nr. 3/2015, pp 29–37 Popescu I, Luca L (2015) Geometric locus generated by a mechanism with three dyads. În: Analele Universităţii « Constantin Brâncuşi » din Târgu-Jiu, Seria Inginerie, nr. 3/2015, pp 29–37
Metadata
Title
Loci Generated by the Points on a Line Which Move on Two Concurrent Lines
Authors
Iulian Popescu
Xenia Calbureanu
Alina Duta
Copyright Year
2021
DOI
https://doi.org/10.1007/978-3-030-63079-9_4

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