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MODELING AND EXPERIMENTATION OF A RIBBED CAUDAL FIN FOR AQUATIC ROBOTS

机译:水生机器人肋鳍尾鳍的建模与实验

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摘要

Presented in this study is a mathematical model and preliminary experimental results of a ribbed caudal fin to be used in an aquatic robot. The ribbed caudal fin is comprised of two thin beams separated by ribbed sectionals as it tapers towards the fin. By oscillating the ribbed caudal fin, the aquatic robot can achieve forward propulsion and maneuver around its environment. The fully enclosed system allows for the aquatic robot to have very little effect on marine life and fully blend into its respective environment. Because of these advantages, there are many applications including surveillance, sensing, and detection Because the caudal fin actuator has very thin side walls, Kirchhoff-Love's large deformation beam theory is applicable for the large deformation of the fish-fin actuator. In the model, it is critical to accurately model the curvature of beams. To this end, C~1 beam elements for thin beams are developed by specializing the shear-deformable beam elements, developed by the authors, based upon Reissner's shear-deformable nonlinear beam model. Furthermore, preliminary experiments on the ribbed fin are presented to supplement the FE model.
机译:本研究提出了一种用于水生机器人的带肋尾鳍的数学模型和初步实验结果。肋状尾鳍由两根细细的梁组成,当肋鳍朝着鳍逐渐变细时,肋条由肋状截面隔开。通过摆动肋状尾鳍,水上机器人可以在周围环境中实现前向推进和机动。完全封闭的系统使水上机器人对海洋生物的影响很小,并完全融入其各自的环境中。由于这些优点,因此存在许多应用,包括监视,感测和检测。因为尾鳍执行器的侧壁非常薄,所以Kirchhoff-Love的大变形梁理论适用于鱼鳍执行器的大变形。在模型中,准确建模光束的曲率至关重要。为此,作者们根据Reissner的可剪切变形非线性梁模型,专门研究了可剪切变形梁元件,从而开发出了C〜1束梁。此外,提出了对肋鳍的初步实验,以补充有限元模型。

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