REGULAR cycles of flight and/or feeding activity are known to occur in a variety of insects, particularly mosquitoes, and theories have been advanced to account for the form and regularity of the observed rhythms; references to most recent work on mosquito-biting cycles have been given by Haddow1. In discussing the biting cycle of Anopheles leucosphyrus in Borneo2, I have myself suggested that the catch curve is the resultant of two separate factors: a cycle of arrival at the bait, and a cycle of activation to produce feeding activity; also that arrival at the bait is conditioned by initial spatial distribution, a cycle of activation to flight activity, and factors orientating such flight. With regard bo the latter, it was suggested that the mosquitoes arrive at the bait by a process of random wandering, or at least one not orientated by the bait itself. Recently, my attention has been directed to a paper by Webster and DeCoursey3, demonstrating that the daily catches in a variety of arthropods are in fact determined by a process of random arrival at the trap, in accordance with a theoretically derived equation of the form: where K is the initial population, C the cumulative catch, t time, and a and b are constants.
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Haddow, A. J., Nature, 177, 531 (1956).
Colless, D. H., Trans. Roy. Ent. Soc. Lond., 108, 37 (1956).
Webster, A. P., and DeCoursey, J. D., Ann. Ent. Soc. Amer., 47, 178 (1954).
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COLLESS, D. Components of the Catch Curve of Culex annulus in Singapore. Nature 180, 1496–1497 (1957). https://doi.org/10.1038/1801496a0
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