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Dynamic Motion Control of Multi-Segment Soft Robots Using Piecewise Constant Curvature Matched with an Augmented Rigid Body Model

机译:分段恒曲率与增强刚体模型相匹配的多段软机器人动态运动控制

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Despite the emergence of many soft-bodied robotic systems, model-based feedback control for soft robots has remained an open challenge. This is largely due to the intrinsic difficulties in designing controllers for systems with infinite dimensions. This work extends our previously proposed formulation for the dynamics of a soft robot from two to three dimensions. The formulation connects the soft robot's dynamic behavior to a rigid-bodied robot with parallel elastic actuation. The matching between the two systems is exact under the hypothesis of Piecewise Constant Curvature. Based on this connection, we introduce a control architecture with the aim of achieving accurate curvature and bending control. This controller accounts for the natural softness of the system moving in three dimensions, and for the dynamic forces acting on the system. The controller is validated in a realistic simulation, together with a kinematic inversion algorithm. The paper also introduces a soft robot capable of three-dimensional motion, that we use to experimentally validate our control strategy.
机译:尽管出现了许多软体机器人系统,但是针对软体机器人的基于模型的反馈控制仍然是一个开放的挑战。这主要是由于在设计具有无限尺寸的系统的控制器时固有的困难。这项工作将我们先前提出的关于软机器人动力学的公式从二维扩展到了三维。该公式将软机器人的动态行为与具有并行弹性致动的刚体机器人联系起来。在逐段恒定曲率的假设下,两个系统之间的匹配是精确的。基于这种联系,我们引入了一种控制体系结构,旨在实现精确的曲率和弯曲控制。该控制器负责在三个维度上移动的系统的自然柔软性,以及作用在系统上的动态力。该控制器与运动学反演算法一起在实际仿真中得到了验证。本文还介绍了一种能够进行三维运动的软机器人,我们将其用于通过实验验证我们的控制策略。

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