2022
DOI: 10.3390/jmse10020289
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Asymmetrical Oscillating Morphology Hydrodynamic Performance of a Novel Bionic Pectoral Fin

Abstract: This research proposes a novel bionic pectoral fin and experimentally studied the effects of the oscillation parameters on the hydrodynamic performance of a bionic experimental prototype. Inspired by manta rays, the bionic pectoral fin was simplified and modeled based on the natural pectoral fin skeleton structure and oscillation morphology of this underwater creature. A dual-degree-of-freedom bionic pectoral fin was designed. The active spatial motion was realized by the space six-link mechanism driven by two… Show more

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Cited by 24 publications
(20 citation statements)
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“…The mechanism schematic is described in Figure 5a, and the three-dimensional model of the pectoral fin is shown in Figure 2d. The flexible pectoral fin comprises driving steering gears 1 and 2, a secondary link mechanism, flexible carbon fiber fin rays, and an elastic skin [36]. When the pectoral fin flaps, the motors drive the steering gear to make the driving rod swing back and forth along the spanwise direction.…”
Section: The Flapping Propulsion System Designmentioning
confidence: 99%
“…The mechanism schematic is described in Figure 5a, and the three-dimensional model of the pectoral fin is shown in Figure 2d. The flexible pectoral fin comprises driving steering gears 1 and 2, a secondary link mechanism, flexible carbon fiber fin rays, and an elastic skin [36]. When the pectoral fin flaps, the motors drive the steering gear to make the driving rod swing back and forth along the spanwise direction.…”
Section: The Flapping Propulsion System Designmentioning
confidence: 99%
“…The pectoral fins on both sides of the manta ray robot are completely symmetrical; therefore, the analysis of the motion performance of the pectoral fins is only performed on one side of the pectoral fins. If the flexible deformation of the fins is ignored, the displacement of the endpoint of the fins along the Z-axis direction i h is related to the rudder output angle i θ as follows: sin( ) However, under the condition that the current and the flexibility of the fins themselves exist, the fins exhibit not only active deformation controlled by the rudder output but also passive flexibility along the spreading direction [25]. The actual flap of the fins underwater is smaller than that under active control.…”
Section: Robot Design and Its Pectoral Fin Flexible Deformation Analysismentioning
confidence: 99%
“…However, under the condition that the current and the flexibility of the fins themselves exist, the fins exhibit not only active deformation controlled by the rudder output but also passive flexibility along the spreading direction [25]. The actual flap of the fins underwater is smaller than that under active control.…”
Section: Robot Design and Its Pectoral Fin Flexible Deformation Analysismentioning
confidence: 99%
“…The two-dimensional flexible flapping pectoral fin can be considered to be a flexible thin wing, and the flapping wings' curve after the flexible deformation is used instead of the mid-arc line so as to carry out the analysis. The two-dimensional pectoral fin used in this paper is designed as two equilateral triangles considering that the real manta ray shape is approximated as a diamond shape [35].…”
Section: Dynamics Of 2d Flexible Pectoral Finmentioning
confidence: 99%