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Author:Pappu, Mohammad
Title:Online Model Predictive Control of a Robotic System by Combining Simulation and Optimization
Publication type:Master's thesis
Publication year:2015
Pages:[10] + 70      Language:   eng
Department/School:Sähkötekniikan korkeakoulu
Main subject:Space Robotics and Automation   (AS3004)
Supervisor:Kyrki, Ville ; Emami, Reza
Instructor:Hämäläinen, Perttu
Electronic version URL: http://urn.fi/URN:NBN:fi:aalto-201509184418
Location:P1 Ark Aalto  3084   | Archive
Keywords:Model Predictive Control
Physics Engine
Particle Belief Propagation
Nonlinear systems
Abstract (eng):In the field of robotics, model predictive control is considered as a promising control strategy due to its inherent ability to handle nonlinear systems with multi-dimensional state spaces and constraints.
However, in practice, the implementation of model predictive control for a nonlinear system is not easy, because it is difficult to form an accurate mathematical model for a complex nonlinear system.
Moreover, the time required for solving a nonlinear optimization problem depends on the complexity of the system and may not be suitable for real-time implementation.

In this thesis, a general approach for implementing model predictive control for nonlinear systems is proposed, where a physics-based simulator is used for the prediction of the states and a stochastic optimization based on particle belief propagation is used to solve the optimization problem.
To study the ability of the controller, a nonlinear robotic system is built.

The designed controller is capable of handling nonlinear system for both single variable and multiple variables.
For the current system, the controller is unable to solve the optimization problem in real time with the presence of constraints.
The proposed method provides a simpler approach for implementing model predictive control, which can be used for a range of robotic applications.
However, in this method, the capability of the controller depends on the physics engine's ability to simulate different physical systems and the speed and accuracy of the physics engine.
ED:2015-09-27
INSSI record number: 52135
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