The following information was submitted:
Transactions: WSEAS TRANSACTIONS ON APPLIED AND THEORETICAL MECHANICS
Transactions ID Number: 89-147
Full Name: Nicolae-Doru Stanescu
Position: Please, select:
Age: ON
Sex: Male
Address: University of Pitesti
Country: ROMANIA
Tel: +40348453155
Tel prefix: +4
Fax: +40348453150
E-mail address: s_doru@yahoo.com
Other E-mails: doru.stanescu@upit.ro
Title of the Paper: stability analysis for neo-hookean machine-tools foundations
Authors as they appear in the Paper: Nicolae–Doru Stanescu, Stefan Tabacu
Email addresses of all the authors: s_doru@yahoo.com,stefan.tabacu@upit.ro
Number of paper pages: 12
Abstract: It is well known that the vibrations are a major cause for the instability in the mechanical systems and major source of noises. In this paper we propose a simple system with two degrees of freedom based on a non-linear elastic element and the hypothesis for the coefficients of the elastic force.. For this system, it is proved in the present paper that the motion is stable, but not asymptotically stable. A comparison between the non-linear case and the linear case is performed, and for the both cases the eigenpulsations are also determined. All theoretical results are validated by numerical simulation. Finally, we considered the general case.
Keywords: neo-Hookean, motion, stability, numerical validation
EXTENSION of the file: .doc
Special (Invited) Session: neo-hookean machine-tools foundations
Organizer of the Session: 639-243
How Did you learn about congress:
IP ADDRESS: 194.102.70.228
