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The Flatworm-like Pedal Locomotory Robot WORMESH-I: Locomotion Based on the Combination of Pedal Waves

机译:扁虫踏板机车机器人Wormesh-I:基于踏板波的组合的运动

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Flatworms are dorsoventrally flattened, bilaterally symmetrical, and soft-bodied. They can move on rough terrain, swim, and climb a shore reef using pedal locomotion and continuous gliding propulsion along the bottom of the body. Inspired by the flatworm, we have been developing the flatworm-like robot, which consisted of the same modules connected via multi degree of freedom (DOF) joints. The pedal locomotion is the primary locomotor mode, however, motion generation is highly complex. Therefore, this research focused on locomotion of flatworm-like pedal locomotory robot for the translational, spinning, omnidirectional motions. We proposed a new method of generating various locomotion combining multiple pedal waves. The proposed method was verified with a simulator with a physics engine. After this verification, we analyzed locomotion characteristics considering 1) the parameters of pedal wave based on the serpenoid curve; initial winding angle $lpha$ and temporal frequency of the traveling wave $omega, 2$) number of robot modules arranged in a matrix form; 3, 4 and 8. The similation results showed the relationship between translational and angular velocity of COG and the parameters of pedal wave.
机译:扁虫是背长的扁平,双侧对称,柔软。他们可以在崎岖的地形上移动,游泳,使用踏板运动和沿着身体底部的连续滑动推进来爬岸珊瑚礁。灵感来自扁虫,我们一直在开发出扁平的机器人,它由通过多程度的自由度(DOF)关节连接的相同模块组成。踏板运动是主要运动模式,然而,运动产生非常复杂。因此,这项研究侧重于扁虫踏板机车机器的运动,用于平移,纺纱,全向运动。我们提出了一种新的方法来产生组合多个踏板波的各种运动的方法。使用物理引擎用模拟器验证所提出的方法。在此验证之后,我们分析了考虑1)基于Serpenoid曲线的踏板波参数的运动特性;初始绕组角度$ alpha $ and taursal频率的行驶波$ oomga,2 $)以矩阵形式排列的机器人模块数量; 3,4和8.模拟结果表明了COG的平移和角速度与踏板波的参数之间的关系。

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