Swimming of the midge larva: principles and tricks of locomotion at intermediate Reynolds number

TL;DR

This study investigates how midge larvae swim at intermediate Reynolds numbers using a figure-of-8 gait, combining numerical simulations and experimental robotic validation to reveal novel propulsion mechanisms.

Contribution

The paper introduces new insights into larval propulsion at intermediate Re, including modulation of body deformation and asymmetric kinematics, supported by both simulations and a soft robot prototype.

Findings

Figure-of-8 gait effective at intermediate Re

Modulating body deformation enhances propulsion

Asymmetric kinematics generate torque and rotation

Abstract

At the millimeter scale and in the intermediate Reynolds number (Re) regime, the midge and mosquito larvae can reach swimming speeds of more than one body length per cycle performing a "figure-of-8" gait, in which their elongated bodies periodically bend nearly into circles and then fully unfold. To elucidate the propulsion mechanism of this cycle of motion, we conducted a 3D numerical study which investigates the hydrodynamics of undergoing the prescribed kinematics. Novel propulsion mechanisms, such as modulating the body deformation rate to dynamically increase the maximum net propulsion force, using asymmetric kinematics to generate torque and the appropriate rotation, and controlling the radius of the curled body to manipulate the moment of inertia. The figure-of-8 gait is found to achieve propulsion at a wide range of Re, but is most effective at intermediate Re. The results were further validated experimentally, via the development of a soft millimeter-sized robot that can reach comparable speeds using the figure-of-8 gait.