ECHOLOCATION IN WHIRLIGIG BETTLES USING SURFACE WAVES AN UNSUBSTANTIATED CONJECTURE


Meeting Abstract

49.2  Sunday, Jan. 5 10:30  ECHOLOCATION IN WHIRLIGIG BETTLES USING SURFACE WAVES: AN UNSUBSTANTIATED CONJECTURE CASAS, J*; VOISE, J; University of Tours (F) casas@univ-tours.fr

Whirligig beetles use surface waves in a wide range of situations and it has been hypothesized that they could use the echo of their own waves to scan the water surface. These insects were also suspected to perceive menisci, i.e. static deformations of the water surface. However, no manipulative experimental studies, based on quantitative predictions of the surface deformation, have been conducted to determine if echolocation or meniscus perception is used. The aim of this work was to test the hypothesis that whirligig beetles detect the meniscus around immobile objects. If the perception of an immobile object on the water surface can be explained by resorting to the meniscus only, then the hypothesis of echolocation should be reconsidered. We used cylinders of varying diameter and wettability crossing the water surface to experimentally modify the meniscus profiles. Contacts between beetles and cylinders were recorded using a high speed camera. Loops in trajectories before or after a contact, as well as unfolding of forelegs before a contact, were used as criteria for the distance at which cylinders were perceived. Based on a theoretical modeling of the meniscus profiles, we predicted the distance at which one type of cylinder was detected based on the meniscus amplitude corresponding to the distance of perception of another type of cylinder. Both diameter size and wettability affected cylinder perception. Our predictions were unfortunately contradictory, and the unfolding of forelegs could not be explained by meniscus perception only. We obtained conflicting evidence about meniscus perception, with the statistically most powerful of our tests being strongly in favor of it. Thus, echolocation by whirligig beetles should still be considered as a conjecture, at best.

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