第五届多体系统动力学联合国际会议

[基本信息]

会议名称:第五届多体系统动力学联合国际会议

The Fifth Joint International Conference on Multibody System Dynamics – IMSD 2018

所属学科:一般力学与力学基础,动力机械工程

开始日期:2018-06-25

结束日期:2018-06-28

所在国家:葡萄牙

所在城市:葡萄牙

具体地点:葡萄牙 Lisbon, Portugal

主办单位:University of Lisbon

[会务组联系方式]

联系人:Paula Jorge

联系电话:+351 218419044

E-MAIL:imsd2018@imsd2018.tecnico.ulisboa.pt

会议网站:http://imsd2018.tecnico.ulisboa.pt/

[会议背景介绍]

The Joint International Conference on Multibody System Dynamics, IMSD, is organized every other spring after the first IMSD, which was held in Lappeenranta, Finland, in 2010 (see Past Conferences). The second IMSD took place at the University of Stuttgart, Germany, in 2012, the third IMSD took place in Busan, Korea, in 2014 and the fourth IMSD took place in Montréal, Canada, in 2016. The forthcoming IMSD will take place in Lisbon, Portugal, in 2018. The purpose of the Conference is to serve as a meeting point for the international multibody community to provide an opportunity to exchange high-level, current information on the theory and applications of multibody systems. The Conference is co-sponsored by IUTAM (International Union of Theoretical and Applied Mechanics), IFToMM (International Federation for the Promotion of Mechanism and Machine Science), APMTAC (Portuguese Association of Theoretical, Applied and Computational Mechanics), KSME (Korean Society of Mechanical Engineers) and JSME (Japan Society of Mechanical Engineers).

[征文范围及要求]

The purpose of the Conference is to serve as a meeting point for the international multibody community by providing a forum in which the recent developments in the field of multibody systems are discussed. The topics of the Conference include, but are not restricted to: · Benchmark Problems in Multibody System Dynamics · Biomechanics · Computational Methods and Real-Time Applications · Contact, Impact, and Constraints · Control, Mechatronics, and Robotics · Dynamics of Vehicles · Flexible Multibody Systems · Modeling, Formalisms, and Theoretical Methods · Multibody Kinematics · Multidisciplinary Methods, Applications, and Other Topics · Optimization, Sensitivity Analysis, and Parameter Identification