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A Natural Saturating Extension of the PD-With-Desired-Gravity-Compensation Control Law for Robot Manipulators With Bounded Inputs., and . IEEE Trans. Robotics, 23 (2): 386-391 (2007)Stability analysis of the operational space control for industrial robots using their own joint velocity PI controllers., , , and . Robotica, 26 (6): 729-738 (2008)Energy shaping based controllers for rigid and elastic joint robots: analysis via passivity theorems., and . ICRA, page 2225-2231. IEEE, (1997)On the Controlled Lagrangian of an inverted pendulum on a force-driven cart., , and . ECC, page 992-997. IEEE, (2015)A PID-type global regulator with simple tuning for robot manipulators with bounded inputs., , , and . CDC, page 6335-6341. IEEE, (2014)Optimal Control of Robotic Systems Using Finite Elements for Time Integration of Covariant Control Equations., , and . IEEE Access, (2021)Regulation of mechanisms with friction driven by brushed DC motors via IDA-PBC method., , and . CDC, page 6225-6229. IEEE, (2010)Control of the Inertia Wheel Pendulum by Bounded Torques., , and . CDC/ECC, page 8266-8270. IEEE, (2005)Indirect field-oriented control of induction motors is globally asymptotically stable when used to regulate position in rigid robots., , and . Int. J. Control, 83 (10): 2153-2164 (2010)PD control with feedforward compensation for rigid robots actuated by brushless DC motors., , and . Robotica, 29 (4): 507-514 (2011)