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Problems of Locus Solved by Mechanisms Theory
Iulian Popescu
(Author)
·
Xenia Calbureanu
(Author)
·
Alina Duta
(Author)
·
Springer
· Paperback
Problems of Locus Solved by Mechanisms Theory - Popescu, Iulian ; Calbureanu, Xenia ; Duta, Alina
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Synopsis "Problems of Locus Solved by Mechanisms Theory"
Introduction.- Loci Generated By The Point Of A Line Which Moves One End On A Circle And The Other On A Line.- Loci Generated By The Point Of Intersection Of Two Lines.- Loci Generated By The Points On A Line Which Move On Two Concurrent Lines.- Loci Generated By The Points On A Bar Which Slides With The Heads On On Two Fixed Lines.- Loci Generated By Two Segment Lines Bound Between Them.- Problem Of A Locus With Four Intercut Lines.- "KAPPA" and "KIEROID" Curves Resulted as Loci.- The "Butterfly" Locus Type.- Nephroida and Rhodonea as Loci.- Successions Of Aesthetic Rhodonea.- Loci In The Triangle.- Loci Of Points Belonging To A Quadrilateral.- The Locus For The Cross-Point Of The Diagonals In A Pentagon.- Correlation Between Track Generation And Synthesis Of Mechanisms.
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The book is written in English.
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