ASME 2017 International Design Engineering Technical Conferences & Computers and Information in Engineering Conference (IDETC/CIE 2017)
De 06 a 09 de Agosto de 2017
Call for Abstracts has been announced for the upcoming ASME 2017 International Design Engineering Technical Conferences (IDETC) and Computers and Information in Engineering Conference (CIE) take place during August 6-9, 2017 in Cleveland, Ohio. We would like to draw your attention to the Symposium on "NONLINEAR SYSTEMS AND PHENOMENA (VIB/ MSNDC 10-6)" as a part of the 29TH CONFERENCE ON MECHANICAL VIBRATION AND NOISE (VIB) and invite you to participate and present there your current work. We kindly ask you to submit your abstract and paper via the conference site (https://www.asme.org/events/IDETCCIE). Please create an account and follow the instructions on the web site. During the abstract and paper submission do not forget to select from the list that your abstract and paper will be included in the symposium: Nonlinear Systems and Phenomena.
DESCRIPTION OF SYMPOSIUM: NONLINEAR SYSTEMS AND PHENOMENA
This symposium aims to provide a forum for discussing and disseminating the latest approaches, methodologies, results and current challenges in the area of nonlinear dynamics of mechanical systems and other related disciplines. Contributions are solicited in all analytical, computational and experimental aspects of nonlinear dynamics. Topics of interest include, but are not limited to:
This conference is a forum to communicate and share new ideas, methodologies, results and current challenges in the area of nonlinear dynamics and chaotic systems. Contributions are solicited in all aspects of nonlinear dynamics. Topics of interest include, but are not limited to: nonlinear periodic systems, chaotic phenomena, nonlinear energy transfer and localization phenomena, non-smooth effects, synchronization phenomena, multi-scale and multi-physics phenomena, fluid-structure interaction, analytical methods for dynamical systems, numerical methods for dynamical systems, experimental techniques for dynamical systems, control and optimization of dynamical systems, applications of nonlinear dynamics in science and engineering.