2023
DOI: 10.1038/s41598-023-37904-5
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Soft-robotic green sea turtle (Chelonia mydas) developed to replace animal experimentation provides new insight into their propulsive strategies

Nick van der Geest,
Lorenzo Garcia,
Fraser Borret
et al.

Abstract: Green sea turtles (Chelonia mydas) can swim up to 50 km per day while only consuming seagrass or microalgae. How the animal accomplishes this vast journey on such low energy intake points to the effectiveness of their swimming technique and is a testament to the power of evolution. Understanding the green sea turtle's ability to accomplish these journeys requires insight into their propulsive strategies. Conducting animal testing to uncover their propulsive strategies brings significant challenges: firstly, th… Show more

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Cited by 5 publications
(18 citation statements)
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References 36 publications
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“…As mentioned above, the locomotor pattern was minimized to three degrees of freedom, which was based on recent work by van der Geest et al [16,22]. The fin equations of motion (plotted in Figure 4) in flapping and sweeping are expressed using a Fourier series, with n = 8 (Equations ( 1) and ( 2)), and the pitching motion is expressed as a linear piecewise function (Equation ( 3)) with (t = 0) set at the end of the sweep stroke (SS) and the beginning of recovery stroke one (RS1):…”
Section: The Definition Of Motion and Coefficientsmentioning
confidence: 99%
See 1 more Smart Citation
“…As mentioned above, the locomotor pattern was minimized to three degrees of freedom, which was based on recent work by van der Geest et al [16,22]. The fin equations of motion (plotted in Figure 4) in flapping and sweeping are expressed using a Fourier series, with n = 8 (Equations ( 1) and ( 2)), and the pitching motion is expressed as a linear piecewise function (Equation ( 3)) with (t = 0) set at the end of the sweep stroke (SS) and the beginning of recovery stroke one (RS1):…”
Section: The Definition Of Motion and Coefficientsmentioning
confidence: 99%
“…They found that increasing the St value, while keeping the α max relatively small (less than 20 • ), led to an increase in the hydrofoil's thrust coefficient without significant changes in propulsion efficiency. Additionally, Nick et al [16] created a model based on the green sea turtle (Chelonia mydas) and developed a specialized testing rig to uncover the reason for the sea turtle's upstroke strategy, revealing that the utilization of a passive upstroke substantially reduces the animal's drag coefficient. Kumar et al [17] demonstrated that flapping fins, when moving in a compound harmonic motion, can generate thrust, and the propulsive performance is correlated with the frequency.…”
Section: Introductionmentioning
confidence: 99%
“…This flapping motion allows the sea turtle migration of thousands of kilometres to reach favourable breeding or feeding grounds [1][2][3][4][5]. The flapping motion has typically been described as asymmetric, with the downstroke approximately twice as fast as the upstroke [6][7][8]. In recent work by van der Geest et al [6], the flapping motion was described three-dimensionally for the Green sea turtle (Chelonia mydas), including the soft twisting of the flipper.…”
Section: Introductionmentioning
confidence: 99%
“…The authors described the flipper motion by breaking it up into five segments consisting of the Downstroke (DS), Sweep stroke (SS), Recovery stroke one (RS1), Upstroke (US) and, finally, Recovery stroke two (RS2) (Figure 1). It is understood that during the Green turtle's general flapping routine, the upstroke does not generate any thrust [6,[8][9][10]; however, during this time, the animal's drag coefficient is lowered to help reduce swim speed losses [10]. To quantify how the drag is reduced during the upstroke, van der Geest et al [10] conducted dedicated work to uncover the flow features generated by the flipper during this period.…”
Section: Introductionmentioning
confidence: 99%
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