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  4. Real-time optimization for distributed nonlinear model predictive control
 
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Real-time optimization for distributed nonlinear model predictive control

Citation Link: https://doi.org/10.15480/882.17340
Publikationstyp
Doctoral Thesis
Date Issued
2026
Sprache
English
Author(s)
Stomberg, Gösta  
Advisor
Faulwasser, Timm  
Referee
Faulwasser, Timm  
Jones, Colin  
Gros, Sebastien  
Title Granting Institution
Technische Universität Hamburg
Place of Title Granting Institution
Hamburg
Examination Date
2026-04-22
Institute
Regelungstechnik E-14  
TORE-DOI
10.15480/882.17340
TORE-URI
https://hdl.handle.net/11420/63577
Citation
Dr. Hut 978-3-8439-5766-3: (2026)
Publisher Link
https://www.dr.hut-verlag.de/9783843957663.html
Publisher
Verlag Dr. Hut
ISBN
978-3-8439-5766-3
The widespread availability of computing and communication technology promotes the development of Cyber Physical Systems of Systems (CPSoS) which couple subsystems in the physical and cyber domains. CPSoS enable cooperation between subsystems and facilitate novel applications in diverse domains such as energy systems, robotic teams, and beyond. Distributed Model Predictive Control (DMPC) is a framework for control of CPSoS as it builds upon centralized Model Predictive Control (MPC) while also addressing the needs of CPSoS. One promising avenue relies on the use of decentralized optimization to solve a cooperative Optimal Control Problem (OCP) online without a coordinator. However, the iterative nature of decentralized optimization induces the need for repeated communication between coupled subsystems, which may jeopardize real-time feasibility. For centralized nonlinear MPC, real-time feasibility is achieved through Real-Time Iterations (RTIs) that enable fast control sampling. This thesis presents a novel decentralized RTI (dRTI) scheme for DMPC. The framework builds upon a novel decentralized Sequential Quadratic Programming (dSQP) method which parallelizes expensive computations among subsystems via the alternating direction method of multipliers. We first prove the local convergence of dSQP to regular OCP solutions in the presence of non-convex constraints. Subsequently, we show the local exponential stability of the closed-loop system-optimizer dynamics and we provide quantifiable bounds on the number of optimizer iterations that guarantee stability. We further demonstrate the efficacy of dRTI in hardware experiments for the formation control of mobile robots and holonomic hovercraft, studying scenarios of increasing difficulty ranging up to collision avoidance in dynamic environments. In addition to the above theoretical and practical contributions, we showcase the computational efficacy of dRTI through simulation case studies.
Subjects
Control Theory
Numerical Optimization
Cyber-Physical Systems
Predictive Control
Distributed Optimization
Distributed Control
DDC Class
629.8: Control and Feedback Control Systems
Lizenz
https://creativecommons.org/licenses/by/4.0/
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