Sul Ademi
Papers
2
Total Citations
32
H-Index
2
About
Sul Ademi is a researcher specializing in nonlinear control theory, with a particular focus on underactuated robotic systems—machines with fewer actuators than degrees of freedom. His major contributions center on the application of nonlinear H-infinity control to benchmark pendulum systems, demonstrating how advanced robust control techniques can stabilize inherently unstable, underactuated dynamics. In his most-cited work, "Nonlinear H-infinity control for underactuated systems: the Furuta pendulum example" (2017, 26 citations), Ademi applies partial feedback linearization to transform the pendulum model and then designs an optimal controller that minimizes worst-case disturbance effects. A companion study on the rotary pendulum (2017, 6 citations) further validates this approach, showing improved performance over classical methods. While his citation counts reflect a focused, emerging impact, Ademi’s work bridges theoretical control design with practical implementation on classic testbeds—a valuable contribution for students and researchers exploring robust control of underactuated robotics. His research offers a clear, step-by-step methodology that can be extended to more complex systems like flexible manipulators or aerial vehicles.
Research Focus
Key Achievements
Top Papers
- 1
- 2Nonlinear H-infinity control for the rotary pendulum6 citations · 2017