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PRM-D* Method for Mobile Robot Path Planning
Chunyang Liu1,2, Saibao Xie1, Xin Sui1,3
1School of Mechatronics Engineering, Henan University of Science and Technology, Luoyang 471003, China.
This study introduces a novel PRM-D* method for mobile robot navigation, significantly enhancing dynamic obstacle avoidance. The improved algorithm offers faster planning speeds and reliable performance in real-world scenarios.
Area of Science:
- Robotics
- Artificial Intelligence
- Path Planning Algorithms
Background:
- Dynamic navigation scenarios necessitate high success rates, rapid planning, and effective obstacle avoidance for mobile robots.
- The Probabilistic Roadmap Method (PRM) offers fast planning and asymptotically optimal paths but struggles with dynamic obstacle avoidance.
- Existing methods often present trade-offs between planning speed, path optimality, and dynamic obstacle handling.
Purpose of the Study:
- To enhance the dynamic obstacle avoidance capabilities of the Probabilistic Roadmap Method (PRM).
- To develop a hybrid path planning approach integrating PRM with D* algorithm principles.
- To validate the performance of the proposed PRM-D* method in complex and dynamic environments.
Main Methods:
- A hierarchical planning approach was employed, integrating the D* algorithm into the network construction and planning phases of PRM.
- The proposed PRM-D* method was simulated and compared against classical methods like SPARS2 across various map complexities.
- Real-world validation was conducted by deploying the PRM-D* algorithm on a physical mobile robot.
Main Results:
- The PRM-D* method demonstrated superior performance in dynamic obstacle avoidance compared to traditional methods.
- Static planning times averaged under 1 second, outperforming other methods.
- Dynamic planning speed was significantly enhanced, achieving speeds two orders of magnitude faster than SPARS2 (under 0.02s per dynamic planning instance).
- While not strictly optimal in path length, PRM-D* achieved near-optimal path lengths, second only to graph search methods.
Conclusions:
- The PRM-D* method effectively addresses the limitations of classical PRM in dynamic environments.
- The algorithm provides a robust and efficient solution for mobile robot navigation in complex, changing scenarios.
- Experimental validation confirmed the practical applicability and effectiveness of PRM-D* in real-world navigation tasks.
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