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PUTN: A Plane-fitting based Uneven Terrain Navigation Framework (2203.04541v2)

Published 9 Mar 2022 in cs.RO

Abstract: Autonomous navigation of ground robots has been widely used in indoor structured 2D environments, but there are still many challenges in outdoor 3D unstructured environments, especially in rough, uneven terrains. This paper proposed a plane-fitting based uneven terrain navigation framework (PUTN) to solve this problem. The implementation of PUTN is divided into three steps. First, based on Rapidly-exploring Random Trees (RRT), an improved sample-based algorithm called Plane Fitting RRT* (PF-RRT*) is proposed to obtain a sparse trajectory. Each sampling point corresponds to a custom traversability index and a fitted plane on the point cloud. These planes are connected in series to form a traversable strip. Second, Gaussian Process Regression is used to generate traversability of the dense trajectory interpolated from the sparse trajectory, and the sampling tree is used as the training set. Finally, local planning is performed using nonlinear model predictive control (NMPC). By adding the traversability index and uncertainty to the cost function, and adding obstacles generated by the real-time point cloud to the constraint function, a safe motion planning algorithm with smooth speed and strong robustness is available. Experiments in real scenarios are conducted to verify the effectiveness of the method. The source code is released for the reference of the community.

Citations (40)

Summary

  • The paper introduces PF-RRT*, an innovative algorithm that enhances computational efficiency by assessing terrain traversability through local plane analysis.
  • It employs Gaussian Process Regression for dense path estimation, refining traversability metrics using detailed interpolated data from the RRT tree.
  • By integrating NMPC for real-time local planning, PUTN achieves superior adaptability and responsiveness in complex, unstructured outdoor environments.

An Expert Review of PUTN: A Plane-fitting Based Uneven Terrain Navigation Framework

The paper PUTN: A Plane-fitting Based Uneven Terrain Navigation Framework addresses the ongoing challenge of autonomous navigation in outdoor, unstructured 3D environments, particularly those characterized by uneven and rough terrains. While ground robots have truly excelled in structured indoor settings, their performance in less predictable outdoor environments remains nuanced and is depicted by considerable computational and strategic challenges. Through a comprehensive approach partitioned into three primary modules, this paper proposes a sophisticated navigation framework integrating novel algorithmic solutions to tackle these difficulties.

Core Contributions

PF-RRT* Algorithm: A Novel Approach for Terrain Assessment

Central to the PUTN is the Plane Fitting RRT* (PF-RRT*) algorithm, an innovative adaptation of the traditional Rapidly-exploring Random Trees (RRT) approach formulated to address computational inefficiencies in irregular terrains. The algorithm's haLLMark is its terrain assessment capability, which effectively minimizes unnecessary computational overhead by focusing on navigable grid areas, thus enhancing performance speed. By evaluating traversability through analyzing local plane slopes, flatness, and sparsity, PF-RRT* impressively integrates real-time terrain analysis into its planning process. This seamless integration eschews extensive pre-analysis, a significant improvement over conventional algorithms.

Gaussian Process Regression for Dense Path Estimation

Post global path generation by PF-RRT*, Gaussian Process Regression (GPR) is employed for dense path estimation. A notable aspect of this method is how it refines traversability metrics for interpolated paths, leveraging the RRT tree information for accuracy. It strikes a balance between computational efficiency and precision by producing a high-fidelity estimate of traversability. Through GPR, PUTN extracts more granular path metrics, rendering it adept to real-world dynamics.

NMPC for Local Planning

PUTN advances into Nonlinear Model Predictive Control (NMPC) to locally refine path execution while integrating real-time traversability metrics and dynamic obstacle anticipation. This layered approach signifies an adept handling of micro-level navigational decisions, per se, maintaining speed and robust maneuverability. The local planner considers constraints and updates initiated by real-time lidar data inputs, ensuring comprehensive responsive agility.

Experimental Verification and Implications

This framework is validated across varied real-world scenarios, specifically steely unstructured environments such as steep slopes and arch bridge terrains. The performance metrics expose a superior responsive capability of the PF-RRT* algorithm—most notably the time efficiency in solution discovery compared to RRT* orthogonals. A detailed comparison reveals tangible benefits of the plane-centric navigational analysis, underscoring PUTN's applicability in low-resource yet high-complexity scenarios.

Future Speculative Path

The potential implication and refinement of PUTN are significant. Its adaptive methodology opens pathways for increasingly sophisticated autonomous navigation systems, potentially integrating more complex dynamic environments or multi-terrain adjustments. There is space to further optimize the GPR and NMPC modules to scale with real-time data analysis constraints, potentially driving efficiency in processing and real-world decision-making accuracy.

Conclusion

The PUTN framework represents an embodiment of rigorous academic pursuit towards practical navigational solutions for autonomous ground robots in uneven terrains. By delicately balancing between algorithmic innovation and computational pragmatism, PUTN sets a strong precedent for future works, paving the way for enhanced autonomy and decision-making in complex environmental landscapes. The adoption and further refinement of such systems will be instrumental, especially as robotics increasingly permeates diverse and challenging operational domains.

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