Igor Zeidis
Papers
23
Total Citations
505
H-Index
12
About
Igor Zeidis is a leading figure in the field of non-holonomic mechanics and vibration-driven locomotion, with a career dedicated to unraveling the complex dynamics of mobile robotic systems. His foundational work, "Dynamics of controlled motion of vibration-driven systems" (103 citations), established the theoretical framework for robots that move through internal mass oscillations, a principle he has since applied to a stunning variety of platforms. Zeidis is renowned for his contributions to the mechanics of Mecanum-wheeled robots, where his exact equations of motion (54 citations) have become a standard reference for engineers. He has also pioneered bio-inspired and soft robotics, including a deformable magnetizable worm (53 citations) and capsule robots for medical applications (41 citations). His research on bristle-bots (33 citations) bridges analytical modeling with experimental validation, while his work on magneto-sensitive elastomers (23 citations) opened new avenues for miniature, resonance-based locomotion. With over 400 total citations, Zeidis’s impact is defined by his ability to transform complex physical principles—from dry friction to traveling magnetic fields—into practical robotic designs, making him a pivotal figure in the advancement of mobile robotics.
Research Focus
Key Achievements
Top Papers
- 1Dynamics of controlled motion of vibration-driven systems103 citations · 2006
- 2Dynamics of a four‐wheeled mobile robot with Mecanum wheels54 citations · 2019
- 3
- 4Dynamics and motion control of a capsule robot with an opposing spring41 citations · 2019
- 5On the Mechanics of Bristle-Bots - Modeling, Simulation and Experiments33 citations · 2014
- 6Forced nonlinear oscillator with nonsymmetric dry friction28 citations · 2006
- 7Dynamics of Mechanical Systems with Mecanum Wheels28 citations · 2014
- 8Vibration-driven mobile robots based on magneto-sensitive elastomers23 citations · 2011
- 9
- 10Waves on the surface of a magnetic fluid layer in a traveling magnetic field20 citations · 2003