Kinematics of Mechanical Systems by Dynamic Geometry

The advancement of technology influenced the development of mechanical and mechatronic systems. This article presents the integration of new technologies into traditional mechanics. Specifically, it presents a flexible interactive software for dynamic plane geometry used for designing, simulating an...

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Main Authors: Gabriel Ciobanu, Dănuţ Rusu
Format: Article
Language:English
Published: MDPI AG 2022-11-01
Series:Mathematics
Subjects:
Online Access:https://www.mdpi.com/2227-7390/10/23/4457
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author Gabriel Ciobanu
Dănuţ Rusu
author_facet Gabriel Ciobanu
Dănuţ Rusu
author_sort Gabriel Ciobanu
collection DOAJ
description The advancement of technology influenced the development of mechanical and mechatronic systems. This article presents the integration of new technologies into traditional mechanics. Specifically, it presents a flexible interactive software for dynamic plane geometry used for designing, simulating and analyzing the mechanical systems. The article presents this interactive software for dynamic geometry as a useful tool for the kinematic analysis of constrained linkages. The simulation and kinematic analysis of some mechanical systems are presented.
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spelling doaj.art-0c6a74084f034c53a9197819835887e62023-11-24T11:33:50ZengMDPI AGMathematics2227-73902022-11-011023445710.3390/math10234457Kinematics of Mechanical Systems by Dynamic GeometryGabriel Ciobanu0Dănuţ Rusu1Faculty of Computer Science, Alexandru Ioan Cuza University, 700505 Iaşi, RomaniaFaculty of Mathematics, Alexandru Ioan Cuza University, 700505 Iaşi, RomaniaThe advancement of technology influenced the development of mechanical and mechatronic systems. This article presents the integration of new technologies into traditional mechanics. Specifically, it presents a flexible interactive software for dynamic plane geometry used for designing, simulating and analyzing the mechanical systems. The article presents this interactive software for dynamic geometry as a useful tool for the kinematic analysis of constrained linkages. The simulation and kinematic analysis of some mechanical systems are presented.https://www.mdpi.com/2227-7390/10/23/4457dynamic geometrygeometric locidynamic homotopytrajectoriessimulations of mechanical systemskinematic analysis
spellingShingle Gabriel Ciobanu
Dănuţ Rusu
Kinematics of Mechanical Systems by Dynamic Geometry
Mathematics
dynamic geometry
geometric loci
dynamic homotopy
trajectories
simulations of mechanical systems
kinematic analysis
title Kinematics of Mechanical Systems by Dynamic Geometry
title_full Kinematics of Mechanical Systems by Dynamic Geometry
title_fullStr Kinematics of Mechanical Systems by Dynamic Geometry
title_full_unstemmed Kinematics of Mechanical Systems by Dynamic Geometry
title_short Kinematics of Mechanical Systems by Dynamic Geometry
title_sort kinematics of mechanical systems by dynamic geometry
topic dynamic geometry
geometric loci
dynamic homotopy
trajectories
simulations of mechanical systems
kinematic analysis
url https://www.mdpi.com/2227-7390/10/23/4457
work_keys_str_mv AT gabrielciobanu kinematicsofmechanicalsystemsbydynamicgeometry
AT danutrusu kinematicsofmechanicalsystemsbydynamicgeometry