2022
DOI: 10.1017/jfm.2022.624
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Hydrodynamic performance of slender swimmer: effect of travelling wavelength

Abstract: The impact of Strouhal number St (= 0.1–1.0), Reynolds number Re (= 50–2000) and dimensionless wavelength λ (= 0.5–2.0) on the hydrodynamic performance of a travelling wavy foil of a constant length is extensively investigated. The relationship of time-mean thrust with St, Re and λ is presented, suggesting that the propulsive force increases with increasing St, Re and λ. As such, the drag–thrust boundary advances as these parameters increase. A shorter λ makes the thrust steadier while a longer λ enhances the … Show more

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Cited by 23 publications
(5 citation statements)
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“…Fish also adjust their wavelength when encountering a von-Karman vortex street 23 . Numerical simulations of waving foils suggest that an increase in wavelength increases the mean thrust produced, and a decrease in the wavelength leads to smaller fluctuations in the thrust 24 26 . An optimum wavelength-to-tail amplitude ratio results in maximum thrust production in a robotic platform and numerical simulations 27 , 28 , and most undulatory natural swimmers swim near this optimum ratio 29 .…”
Section: Introductionmentioning
confidence: 99%
“…Fish also adjust their wavelength when encountering a von-Karman vortex street 23 . Numerical simulations of waving foils suggest that an increase in wavelength increases the mean thrust produced, and a decrease in the wavelength leads to smaller fluctuations in the thrust 24 26 . An optimum wavelength-to-tail amplitude ratio results in maximum thrust production in a robotic platform and numerical simulations 27 , 28 , and most undulatory natural swimmers swim near this optimum ratio 29 .…”
Section: Introductionmentioning
confidence: 99%
“…The effects of , and on are shown in figure 5, where decreases with increasing and/or , but it increases with increasing . As discussed in Chao, Alam & Cheng (2022), an increase in tailbeat amplitude requires more input power. A larger value of also hinders the flow passing around the foil.…”
Section: Resultsmentioning
confidence: 89%
“…Numerical simulations of waving foils suggest that an increase in wavelength increases the mean thrust produced, and a decrease in the wavelength leads to smaller fluctuations in the thrust [34][35][36] . An optimum wavelength-to-tail amplitude ratio results in maximum thrust production in a robotic platform and numerical simulations 37,38 , and most undulatory natural swimmers swim near this optimum ratio 39 .…”
Section: Introductionmentioning
confidence: 99%