Path Planning for Four-Wheel Steering Forklifts in Constrained Spaces: A State-Embedded Hamiltonian Fast Marching Approach
Julien Pascal, Jean-Marie Mirebeau, Benoit Thuilot and Paul Checchin
AI summary
Problem
Industrial forklifts require deterministic, optimal path planning that respects complex four-wheel steering kinematics and maintains precise target alignment, yet existing planners lack these guarantees and fail to fully exploit four-wheel steering maneuverability.
Approach
The method extends the Hamiltonian Fast Marching algorithm by integrating four-wheel steering constraints, a multi-circle robot footprint, and a hybrid state system to compute optimal navigation functions in configuration space.
Key results
- Generalized Hamiltonian Fast Marching to four-wheel steering kinematics
- Introduced a hybrid state system for predictable, human-like path generation
- Demonstrated superior clearance maintenance and predictability over RRT variants
- Released open-source code and standardized benchmarking framework
Why it matters
Bridges the gap between theoretical motion planning and industrial automation by enabling safe, predictable, and highly maneuverable autonomous forklift operations in constrained environments.
Abstract
This paper proposes a global planner tailored to four-wheel steering (4WS) forklifts operating in constrained en- vironments. It extends the Hamiltonian Fast Marching (HFM) to integrate 4WS non-holonomic constraints, multi-circle ge- ometry, and a hybrid state system. This ensures mathematical guarantees of determinism, stability, and optimality, while fully exploiting 4WS maneuverability, properties that existing toolboxes and generic planners do not provide. Through qual- itative and quantitative evaluations across various scenarios, we benchmark our method against leading motion planning algorithms, including RRT, RRT*, Informed-RRT*, and SST, using a standardized framework. Results demonstrate that our approach consistently outperforms existing solutions, particu- larly in maintaining minimum clearance distances and ensuring path predictability. The source code, along with modeling and implementation details necessary for replicating the results and benchmarking against state-of-the-art methods, is publicly available. https://github.com/PascalJulien/State- HFM