Javascript must be enabled to continue!
Expanding autonomous ground vehicle navigation capabilities through a multi-model parameterized Koopman framework
View through CrossRef
We introduce the multi-model parameterized Koopman (MMPK) framework, a novel end-to-end data-driven modeling and control pipeline for enabling autonomous navigation in Uncrewed Ground Vehicles. MMPK builds upon the Koopman extended dynamic mode decomposition (KEDMD) algorithm, offering a flexible model- and control-adaptation in the presence of time-varying uncertainties with both ego-vehicle and operational-environment parameters. Unlike traditional methods, MMPK addresses challenges such as overfitting and reliance on a singular global model by adopting a set of pose-agnostic representations of positional data and curvature-parameterized Koopman models, thereby effectively mitigating data bias. The end-to-end unified pipeline encompasses: (i) an offline data-driven learning phase to customize the multiple curvature-parameterized Koopman models and (ii) an online model-based trajectory planning and linear Model Predictive Control (outer-loop control design) adapted to switched Koopman dynamics. The performance of the proposed pipeline is verified via simulation and experimental testing using a
1
/
5
th
scale Ackermann-steered ground vehicle platform (AgileX Hunter SE) and benchmark driving profiles. Comparative evaluations demonstrate MMPK’s superior path-tracking capabilities and the effectiveness of its local planning strategy in bridging the Model-Sim-Real gap.
Title: Expanding autonomous ground vehicle navigation capabilities through a multi-model parameterized Koopman framework
Description:
We introduce the multi-model parameterized Koopman (MMPK) framework, a novel end-to-end data-driven modeling and control pipeline for enabling autonomous navigation in Uncrewed Ground Vehicles.
MMPK builds upon the Koopman extended dynamic mode decomposition (KEDMD) algorithm, offering a flexible model- and control-adaptation in the presence of time-varying uncertainties with both ego-vehicle and operational-environment parameters.
Unlike traditional methods, MMPK addresses challenges such as overfitting and reliance on a singular global model by adopting a set of pose-agnostic representations of positional data and curvature-parameterized Koopman models, thereby effectively mitigating data bias.
The end-to-end unified pipeline encompasses: (i) an offline data-driven learning phase to customize the multiple curvature-parameterized Koopman models and (ii) an online model-based trajectory planning and linear Model Predictive Control (outer-loop control design) adapted to switched Koopman dynamics.
The performance of the proposed pipeline is verified via simulation and experimental testing using a
1
/
5
th
scale Ackermann-steered ground vehicle platform (AgileX Hunter SE) and benchmark driving profiles.
Comparative evaluations demonstrate MMPK’s superior path-tracking capabilities and the effectiveness of its local planning strategy in bridging the Model-Sim-Real gap.
Related Results
What Will the Law Do About Autonomous Vehicles?
What Will the Law Do About Autonomous Vehicles?
Autonomous vehicles are just beginning to emerge on roads and highways all over the world. The autonomous vehicle prototypes available now provide some clues to understanding how l...
Navace: A New Approach To Precision, Work Area Ocean Navigation
Navace: A New Approach To Precision, Work Area Ocean Navigation
ABSTRACT
NAVACE is a revolutionary navigation system under development by Electrospace Systems, Inc. NAVACE utilizes a concept of ocean bottom and sub-bottom feat...
Autonomous Navigation for a Lunar Satellite
Autonomous Navigation for a Lunar Satellite
Recent technological advancement and the commercialisation of the space sector have led to a significant surge in the development of space missions for deep-space exploration. In p...
Quantum machine learning optimization using Koopman operator technique
Quantum machine learning optimization using Koopman operator technique
Quantum machine learning (QML) is a nascent field showing great potential in addressing complex problems. QML algorithms aim to combine the qubit’s properties, like entanglement, i...
Applied Koopman Theory for Partial Differential Equations and Data‐Driven Modeling of Spatio‐Temporal Systems
Applied Koopman Theory for Partial Differential Equations and Data‐Driven Modeling of Spatio‐Temporal Systems
We consider the application of Koopman theory to nonlinear partial differential equations and data‐driven spatio‐temporal systems. We demonstrate that the observables chosen for co...
High-Precision Navigation Approach of High-Orbit Spacecraft Based on Retransmission Communication Satellites
High-Precision Navigation Approach of High-Orbit Spacecraft Based on Retransmission Communication Satellites
Many countries have presented new requirements for in-orbit space services. Space autonomous rendezvous and docking technology could speed up the development of in-orbit spacecraft...
Research on Vehicle Navigation System Based on Low-Cost Sensors
Research on Vehicle Navigation System Based on Low-Cost Sensors
Although the vehicle navigation system based on GNSS/MIMU can effectively improve the reliability and precision of the single navigation system, its application is still restricted...
Koopman Spectrum RL for Bifurcation Control: Data-Driven Policy Optimization in Spectral Subspaces
Koopman Spectrum RL for Bifurcation Control: Data-Driven Policy Optimization in Spectral Subspaces
This paper presents a reinforcement learning (RL) framework based on the Koopman operator for high-dimensional nonlinear control. By leveraging nonlinear eigenvalue dynamics, the a...

