arXiv:2607.29625cs.RO2026-07

研究人形机器人搬物时物体质量对平衡的影响,提出动态平衡边界模型。

Balancing of Humanoid with Object Mass: Trade-off Analyses and Lifting Control

  • 基于全身动力学建模,量化物体质量对系统动量与约束的非线性影响。
  • 发现临界质量与过渡质量,揭示动量调节与平衡限制的权衡关系。
  • 通过平衡边界约束实现稳定搬物控制,适用于仿真与实验验证。

近年来,人形机器人执行携带物体的运动操作任务需求上升,现有稳定性控制方法多依赖启发式或机器学习技术。本研究系统分析并利用物体质量对平衡稳定性产生的动力学效应。通过将物体质量参数纳入全身动力学模型,并结合足底接触力和压力中心分布,量化其对系统动量与约束的非线性影响。将动态模型与约束嵌入平衡状态盆地(BSB),即双足系统在预定接触状态下维持平衡的质心状态空间划分。基于人形机器人及简化力学模型,展示了BSB在预测与控制中的应用价值。在不同支撑基底、驱动能力与姿态条件下,系统分析了物体质量对系统平衡能力的影响。特别地,刻画了动量调控与平衡限制间的权衡关系,引入两个关键物体参数:临界质量(系统平衡能力最大时的物体质量)与过渡质量(触发不同限制因素的质量阈值)。同时,建立了轨迹上施加平衡状态的充分条件,并在全身轨迹优化中以BSB作为显式阈值约束,实现了稳定搬举与释放任务的模拟与实验验证。

原文摘要 · Abstract (English)

The demand for humanoid loco-manipulation tasks with an object has recently increased, and most existing control approaches for stability in such tasks rely on heuristics or machine-learning techniques. This study rigorously analyzes and exploits the dynamic effects of the object mass on balance stability. By formulating the object mass parameters in the whole-body dynamics with distributed contact wrenches and centers of pressure at the stance contacts, their nonlinear effects on the system momenta and constraints are quantified. The dynamic models and constraints are incorporated into the construction of the balanced state basin/boundary (BSB), a partition of the center-of-mass state space for a biped system to maintain balance in its desired contacts. The implications of the BSB for prediction and control are highlighted using a humanoid robot and an analytically tractable reduced-order mechanism. The BSBs under different conditions of base of support, actuation capacity, and pose provide systematic analyses of the effects of object mass on the balancing capability of a system. In particular, the trade-off relationships between momentum regulation and limiting factors in balancing are characterized, introducing two key quantities of the object: the critical mass, at which the system's balancing capability is maximum, and the transition mass, which activates different limiting factors. In addition, sufficient conditions for imposing balanced states on a trajectory are established and implemented with BSBs as explicit threshold constraints in the whole-body trajectory optimization for stable object-lifting control of the humanoid, demonstrating the lift-and-hold and lift-and-release tasks with distinct mass properties in simulations and experiments.

人形机器人平衡控制搬物任务动力学建模

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