Branched systems with nonlinear kinematics - computer-aided analysis & design

Authors

  • Carmen E. Esinger Borcia

Keywords:

elasto-dinamic systems, design, mathematics

Abstract

This paper presents a computer-aided modeling way of the branched systems with nonlinear kinematics that make possible the design and the analysis, as well. Being very complex systems, the elasto-dynamic study of the real branched systems with nonlinear kinematics require a treatment with special tools. The paper shows how the computational mechanics allowed us to create these necessary study tools

References

EISINGER BORCIA C. E., Multi-branched Systems Modeling, Computer and Exp. Simulations

in Eng. and Sc. (CESES), 6, pp. 29-43, 2010.

EISINGER BORCIA C. E., A general computer-aided method to obtain the mathematical model

for multi-body branched systems, Proc. of the Romanian Academy, Series A: Mathematics,

Physics, Technical Sciences, Information Science, 10, 2, 2009.

EISINGER BORCIA C. E., Computational Methods for Branched Systems with Nonlinear

Kinematics, in: Research Trends in Mechanics – Ch. 2, Vol. 2, Edit. Academiei Române,

EISINGER BORCIA C. E., Marin D, Videa EM., Computer-aided model of the dynamic

behaviour of the feed drive systems, Advanced Technology for acoustics and music, ICAI

'08, Bucharest, WSEAS Press, pp.17-22, 2008.

EISINGER BORCIA C. E., VIDEA EM, BADEA DM., On the modelling of the dynamic

behaviour of automatic milling systems (SISOM’08), 29-30 Mai 2008, Bucharest.

EISINGER BORCIA C. E., Computer-Aided Elasto-Dynamic Analysis of Branched Systems

Containing Mechanisms with Nonlinear Kinematics, “Ben-Gurion” University of the Negev,

Israel, 1996.

VULFSON II, Vibroactivity of Branched and Ring Structured Mechanical Drivers, Hemisphere

Publ. Corporation, 1989.

VULFSON II, DRESIG H, Dynamik der Mechanismen, Springer-Verlag, 1989.

* * *, Wolfram Research Europe Ltd., MATHEMATICA for Microsoft Windows.

Published

2010-05-20