arXiv:2503.14656cs.ROmath.OC2025-03被引 9

四足机器人团队用新算法实现复杂地形下的安全协同移动

Safety-Critical and Distributed Nonlinear Predictive Controllers for Teams of Quadrupedal Robots

  • 分层控制架构融合分布式非线性模型预测与安全屏障函数
  • 实测成功率达92.11%,比传统方法提升27.89%
  • 适合需高安全性的多足机器人协同任务场景

本文提出一种分层式、安全性关键的控制框架,将分布式非线性模型预测控制器(DNMPC)与控制屏障函数(CBF)结合,实现多智能体四足机器人在复杂环境中的协作运动。尽管基于NMPC的方法广泛用于多机器人系统(MRS)的安全约束与复杂环境导航,但确保安全性需基于不变集的严格定义。传统CBF通常通过二次规划(QP)在规划层实现,但其零控制时域限制了其在固有不稳定、欠驱动且非线性腿式机器人模型中的长期轨迹规划效果。此外,将CBF集成到实时NMPC以应对复杂MRS(如四足机器人团队)的研究仍不充分。本文开发了计算高效的分布式NMPC算法,在一致性协议中嵌入基于CBF的碰撞安全保证,支持更长规划时域的可靠协同运动,适应扰动和崎岖地形。低层采用全阶非线性全身控制器跟踪最优轨迹。通过最多四台Unitree A1机器人的大规模仿真及两台A1机器人受外部推力、崎岖地形与不确定障碍物信息的硬件实验验证,对比分析显示,所提基于CBF的DNMPC相比无CBF约束的传统NMPC,成功率提高27.89%。

原文摘要 · Abstract (English)

This paper presents a novel hierarchical, safety-critical control framework that integrates distributed nonlinear model predictive controllers (DNMPCs) with control barrier functions (CBFs) to enable cooperative locomotion of multi-agent quadrupedal robots in complex environments. While NMPC-based methods are widely adopted for enforcing safety constraints and navigating multi-robot systems (MRSs) through intricate environments, ensuring the safety of MRSs requires a formal definition grounded in the concept of invariant sets. CBFs, typically implemented via quadratic programs (QPs) at the planning layer, provide formal safety guarantees. However, their zero-control horizon limits their effectiveness for extended trajectory planning in inherently unstable, underactuated, and nonlinear legged robot models. Furthermore, the integration of CBFs into real-time NMPC for sophisticated MRSs, such as quadrupedal robot teams, remains underexplored. This paper develops computationally efficient, distributed NMPC algorithms that incorporate CBF-based collision safety guarantees within a consensus protocol, enabling longer planning horizons for safe cooperative locomotion under disturbances and rough terrain conditions. The optimal trajectories generated by the DNMPCs are tracked using full-order, nonlinear whole-body controllers at the low level. The proposed approach is validated through extensive numerical simulations with up to four Unitree A1 robots and hardware experiments involving two A1 robots subjected to external pushes, rough terrain, and uncertain obstacle information. Comparative analysis demonstrates that the proposed CBF-based DNMPCs achieve a 27.89% higher success rate than conventional NMPCs without CBF constraints.

四足机器人分布式控制安全约束模型预测

Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。