Chris Ganseman
Papers
10
Total Citations
1,478
H-Index
7
About
Chris Ganseman is a researcher whose work sits at the intersection of robotics, system identification, and friction modeling — fields central to the development of precise, model-based robotic control systems. His most influential contribution, the integrated friction model structure for accurate friction compensation (2000), has garnered over 664 citations and remains a landmark reference for its elegant handling of both sliding and presliding regimes without relying on switching functions, incorporating hysteresis with nonlocal memory to capture real-world friction behavior with exceptional fidelity. Equally impactful is his work on optimal robot excitation and identification (1997), cited over 631 times, which introduced a rigorous statistical framework for designing optimal excitation trajectories and applying maximum-likelihood estimation to robot dynamics — a methodology that fundamentally shaped how researchers approach experimental robot identification. Throughout the late 1990s and early 2000s, Ganseman consistently advanced the field through contributions on Fourier-series-based trajectory parameterization, dynamic modeling of industrial mechanisms, and the fusion of internal and external robot models for improved parameter estimation. His body of work has provided both theoretical foundations and practical tools that continue to inform modern robotics research and control engineering.
Research Focus
Key Achievements
Top Papers
- 1
- 2Optimal robot excitation and identification631 citations · 1997
- 3EXPERIMENTAL ROBOT IDENTIFICATION USING OPTIMISED PERIODIC TRAJECTORIES116 citations · 1996
- 4Generation of Periodic Trajectories for Optimal Robot Excitation24 citations · 1997
- 5Experimental identification of robot dynamics for control18 citations · 2002
- 6An Integrated Friction Model with Improved Presliding Behaviour9 citations · 1997
- 7
- 8
- 9Design of PID Robot Controllers Via VSS Approach3 citations · 1997
- 10Experimental robot identification using optimized periodic trajectories2 citations · 1994