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Learning Environmental Field Exploration with Computationally Constrained Underwater Robots: Gaussian Processes Meet
Daniel Andre Duecker1, Andreas Rene Geist2,3, Edwin Kreuzer4
1Institute of Mechanics and Ocean Engineering, Hamburg University of Technology, 21073 Hamburg, Germany. daniel.duecker@tuhh.de.
This study introduces an efficient algorithm for underwater robots to explore environmental fields. It uses Gaussian Processes for constant computational cost, optimizing information gain during autonomous missions.
Area of Science:
- Robotics
- Environmental Science
- Computer Science
Background:
- Autonomous exploration by underwater robots is crucial for environmental field mapping.
- Limited underwater communication necessitates onboard computation for exploration algorithms.
- Reducing computational cost is vital for micro underwater robot teams.
Purpose of the Study:
- To develop a computationally efficient algorithm for autonomous underwater environmental field exploration.
- To maximize information gain by integrating an information-metric into path planning.
- To address the challenge of onboard computation for micro underwater robot fleets.
Main Methods:
- Utilizing field belief models based on Gaussian Processes (e.g., Gaussian Markov random fields, Kalman regression).
- Employing weighted shape functions to integrate continuous field observations.
- Implementing path planning via stochastic optimal control with path integrals.
Main Results:
- Achieved constant computational cost over time for field estimation.
- Developed belief models functioning as information-theoretic value functions.
- Demonstrated the algorithm's efficiency in simulations, including stationary spatio-temporal fields.
Conclusions:
- The proposed algorithm offers a computationally efficient solution for autonomous underwater exploration.
- Gaussian Process-based belief models with weighted shape functions enhance field estimation and path planning.
- This approach is suitable for in-field implementations on micro underwater robot teams.
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