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Experimental Validation of Pseudospectral-Based Optimal Trajectory Planning for Free-Floating Robots

Alexander Crain, Steve Ulrich

Year
2019
Citations
20

Abstract

This paper proposes the use of pseudospectral methods to solve the nonlinear trajectory planning problem for free-floating robots. Specifically, three different optimization tools are analyzed. Using each tool, simulations are performed, and it is shown that each solver is capable of finding a deployment trajectory that minimizes the final attitude of a free-floating robot. Each solution is then validated using Pontryagin’s minimum principle and Bellman’s principle of optimality, as well as by propagating the control torques using a numerical integrator and the dynamics model. Experimental validation is performed at Carleton University’s Spacecraft Robotics and Control Laboratory to further investigate the solutions obtained from each tool. Ultimately, it was determined that all solutions resulted in a reduced attitude disturbance at the end of the robotic deployment maneuver.

Keywords

TrajectoryPseudospectral optimal controlPseudo-spectral methodComputer scienceTrajectory optimizationRobotControl theory (sociology)Gauss pseudospectral methodSimulationMathematics

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