圆形弹性跳跃机器人初始变形形状的优化

Takahiro Matsuno, S. Hirai
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引用次数: 0

摘要

本文研究了一种通过壳体变形实现移动和跳跃的圆形弹性机器人。先前的研究已经证实,机器人的初始变形形状会显著影响其跳跃高度。然而,最高跳高所需的变形形状尚未得到证实。我们的目标是优化圆形弹性壳的初始变形形状。为了实现这一点,首先,我们使用一个简单的模型分析了跳跃高度与初始变形形状之间的关系。本文将圆形弹性壳近似为八个连杆和节点的离散模型。对该离散模型的变形形状进行了优化,并对优化后的变形形状效果进行了讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization of the Initial Deformed Shape of a Circular Elastic Jumping Robot
A circular elastic robot, which can move and jump by deforming its outer shell was studied in this paper. Previous research has confirmed that the initial deformed shape of the robot significantly affects its jumping height. However, the deformed shape needed for the highest jump has not been confirmed. Our goal is to optimize the initial deformed shape of the circular elastic shell. To achieve this, first, we analyze the relationship between the jump height and the initial deformed shape using a simple model. In this paper, the circular elastic shell is a discrete model approximated to eight links and joints. The deformed shape of this discrete model is optimized, and the effect of the optimized deformed shape is discussed.
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