Call for Papers- 2019 7th International Conference on Control, Mechatronics and Automation (ICCMA)
The 7th International Conference on Control, Mechatronics and Automation will be held in Delft, the Netherlands on November 6-8 2019. ICCMA 2019 is co-sponsored by Delft University of Technology, IEEE Control Systems Society, and IEEE Robotics and Automation Society. In 2019, TU Delft, the Netherlands welcomes the 7th edition of ICCMA. The conference provides a platform for scientists, scholars, engineers and students from universities and industries around the world to present exciting ongoing research activities, and hence fosters research relations between universities and the industry. This conference is now a well-known event worldwide and the number of paper submissions and attendees are increasing every year. The conference aims to bring together the two fields of system design and control together. Today, flexible robotics and compliant mechanism design use nonlinearities which were once considered hindrances to system design to their advantage. In addition, advances in control technology such as nonlinear control, fractional order control are advantageously being used to go beyond classical linear control and therefore increase the applicability of complex mechanisms for robotics and mechatronic systems.
Submitted papers will be peer reviewed and accepted papers after proper registration will be included in the conference proceedings published by IEEE and reviewed in the IEEE Xplore. Upon acceptance into IEEE Xplore, the papers are submitted for indexing through Ei Compendex, Web of Science (CPCI), and Scopus etc
▶Prof. Peter Plapper, University of Luxembourg, Luxembourg
▶Prof. YangQuan Chen MESA Lab of University of California, Merced, USA
▶Prof. Georg Schitter Vienna University of Technology, Austria
•Design, modeling and control of precision motion systems
•Flexible robotics, Soft robotics
•Mechatronic system design
•Vibration analysis and control
•Dynamics of flexible systems
•Fractional order system and control
•Nonlinear control for motion systems
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