用可微物理模拟提升软生长机器人的建模精度与优化效率
Physics-Grounded Differentiable Simulation for Soft Growing Robots
- 基于物理原理构建可微分仿真器,支持梯度优化闭环
- 引入非线性刚度模型,精准捕捉细壁充气管的皱褶行为
- 支持并行多轨迹仿真,适合规划与参数优化场景
软生长机器人(即藤蔓机器人)是一类可在狭小空间中实现导航与生长的软体机器人。但由于充气结构与不可伸长材料间的复杂相互作用,其建模与控制仍具挑战,阻碍了自主运行与设计优化。尽管已有模拟器在高阶行为上取得定性和定量成功,但通常依赖简化参数模型,难以还原真实藤蔓形状,且在用于规划与参数优化所需的高吞吐量仿真时存在困难。本文提出一种可微分仿真器,使模拟器能嵌入梯度优化流程,解决上述问题。通过该方法,我们基于第一性原理推导出薄壁充气管的闭式非线性刚度模型,并在实验中验证其有效性。仿真器利用现有可微计算框架实现数据并行,支持多轨迹同时运行。结果表明,该物理驱动的非线性刚度模型在仿真到现实迁移中表现优异,代码已开源。
原文摘要 · Abstract (English)
Soft-growing robots (i.e., vine robots) are a promising class of soft robots that allow for navigation and growth in tightly confined environments. However, these robots remain challenging to model and control due to the complex interplay of the inflated structure and inextensible materials, which leads to obstacles for autonomous operation and design optimization. Although there exist simulators for these systems that have achieved qualitative and quantitative success in matching high-level behavior, they still often fail to capture realistic vine robot shapes using simplified parameter models and have difficulties in high-throughput simulation necessary for planning and parameter optimization. We propose a differentiable simulator for these systems, enabling the use of the simulator "in-the-loop" of gradient-based optimization approaches to address the issues listed above. With the more complex parameter fitting made possible by this approach, we experimentally validate and integrate a closed-form nonlinear stiffness model for thin-walled inflated tubes based on a first-principles approach to local material wrinkling. Our simulator also takes advantage of data-parallel operations by leveraging existing differentiable computation frameworks, allowing multiple simultaneous rollouts. We demonstrate the feasibility of using a physics-grounded nonlinear stiffness model within our simulator, and how it can be an effective tool in sim-to-real transfer. We provide our implementation open source.
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