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Mechanical design, fabrication and test of biomimetic fish robot using LIPCA as artificial muscle

机译:以LIPCA为人工肌肉的仿生鱼机器人的机械设计,制造和测试

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This paper presents a mechanical design, fabrication and test of biomimetic fish robot using the Lightweight Piezo-composite Curved Actuator (LIPCA). We have designed a mechanism for converting actuation of the LIPCA into caudal fin movement. This linkage mechanism consists of rack-pinion system and four-bar linkage. We also have tested four types of caudal fin in order to examine effect of different shape of caudal fin on thrust generation by tail beat. Subsequently, based on the caudal fin test, four caudal fins which resemble fish caudal fin shapes of ostraciiform, subcarangiform, carangiform and thunniform, respectively, are attached to the posterior part of the robotic fish. The swimming test using 300 Vpp input with 1 Hz to 1.5 Hz frequency was conducted to investigate effect of changing tail beat frequency and shape of caudal fin on the swimming speed of the robotic fish. The maximum swimming speed was reached when the device was operated at its natural swimming frequency. At the natural swimming frequency 1 Hz, maximum swimming speeds of 1.632 cm/s, 1.776 cm/s, 1.612 cm/s and 1.51 cm/s were reached for ostraciiform-, subcarangiform-, carangiform- and thunniform-like caudal fins, respectively. Strouhal numbers, which are a measure of thrust efficiency, were calculated in order to examine thrust performance of the present biomimetic fish robot. We also approximated the net forward force of the robotic fish using momentum conservation principle
机译:本文介绍了使用轻型压电复合弯曲执行机构(LIPCA)的仿鱼机器人的机械设计,制造和测试。我们设计了一种将LIPCA的致动转换为尾鳍运动的机制。该连杆机构由齿条-小齿轮系统和四连杆机构组成。我们还测试了四种类型的尾鳍,以检查尾鳍不同形状的尾鳍对推力产生的影响。随后,根据尾鳍试验,将四个分别类似于鱼尾鳍形状的尾鳍形的鳍状尾骨,下节肢血管状,长茎状血管和丁字形尾鳍附接到机器人鱼的后部。进行了使用300 Vpp输入(频率为1 Hz至1.5 Hz)的游泳测试,以研究改变尾部拍打频率和尾鳍形状对机器人鱼游泳速度的影响。以自然游泳频率操作设备时,达到了最大游泳速度。在1 Hz的自然游泳频率下,ostraciiform,subcarangiform,carangiform和thunniform状尾鳍的最大游泳速度分别达到1.632 cm / s,1.776 cm / s,1.612 cm / s和1.51 cm / s。 。为了检查本仿生鱼机器人的推力性能,计算了作为推力效率的量度的斯特劳哈尔数。我们还使用动量守恒原理估算了机器人鱼的净前进力

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