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POPULATION AND MORTALITY ASSESSMENT DURING THE COCOON STAGE OF THE ALFALFA WEEVIL, HYPERA POSTICA (COLEOPTERA: CURCULIONIDAE)1

Published online by Cambridge University Press:  31 May 2012

D. G. Harcourt
Affiliation:
Ottawa Research Station, Canada Department of Agriculture, Ottawa
J. C. Guppy
Affiliation:
Ottawa Research Station, Canada Department of Agriculture, Ottawa

Abstract

This paper presents a sampling plan for estimating populations of Hypera postica (Gyll). cocoons in alfalfa, and of the principal mortality factors during this stage. The plan provides for samples in foliage and ground litter. For samples in foliage, where two-thirds of the cocoons are found, the most appropriate sample unit is a bouquet of 6 stems; for typical weevil densities, estimates with acceptable precision may be obtained by taking 25 bouquets at random from within a field. For litter samples, the appropriate sample unit is a quarter ft2 (232 cm2); acceptably precise estimates may be obtained by taking 20 such units at random from within a field. Total cost for a combined sample is 3.9 man-hours.

The pattern of counts, both in foliage and ground litter, was well described by the negative binomial distribution.

Type
Articles
Copyright
Copyright © Entomological Society of Canada 1975

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References

Bliss, C. I. 1958. The analysis of insect counts as negative binomial distributions. Proc. X int. Congr. Ent. 2: 10151032.Google Scholar
Dietrick, E. J., Schlinger, E. I., and van den Bosch, R.. 1959. A new method for sampling arthropods using a suction collecting machine and modified Berlese funnel separator. J. econ. Ent. 52: 10851091.CrossRefGoogle Scholar
Essig, E. O. and Michelbacher, A. E.. 1933. The alfalfa weevil. Bull. Calif. agric. Exp. Stn, No. 567. 99 pp.Google Scholar
Gates, C. E. and Ethridge, F. G.. 1972. A generalized set of discrete frequency distributions with Fortran program. J. int. Ass. Math. Geo. 4: 124.CrossRefGoogle Scholar
Guppy, J. C., Harcourt, D. G., and Mukerji, M. K.. 1975. Population assessment during the larval stage of the alfalfa weevil, Hypera postica (Coleoptera: Curculionidae). Can. Ent. 107: 785792.CrossRefGoogle Scholar
Hamlin, J. C., Lieberman, F. V., Bunn, R. W., McDuffie, W. C., Newton, R. C. and Jones, L. J.. 1949. Field studies of the alfalfa weevil and its environment. Tech. Bull. U.S. Dep. Agric., No. 975.Google Scholar
Harcourt, D. G., Mukerji, M. K. and Guppy, J. C.. 1974 a. Estimation of egg populations of the alfalfa weevil, Hypera postica (Coleoptera: Curculionidae). Can. Ent. 106: 337347.CrossRefGoogle Scholar
Harcourt, D. G., Guppy, J. C., MacLeod, D. M., and Tyrrell, D.. 1974 b. The fungus Entomophthora phytonomi pathogenic to the alfalfa weevil, Hypera postica. Can. Ent. 106: 12951300.CrossRefGoogle Scholar
Latheef, M. A. and Pass, B. C.. 1974. A sampling plan for age-specific population estimation of Hypera postica in Kentucky alfalfa fields. Environ. Ent. 3: 872875.CrossRefGoogle Scholar
Manglitz, G. R. and App, B. A.. 1957. Biology and seasonal development of the alfalfa weevil in Maryland. J. econ. Ent. 50: 810813.CrossRefGoogle Scholar
Miller, C. D. F. and Guppy, J. C.. 1972. Notes on the biology of the alfalfa weevil, Hypera postica (Gyllenhall) (Coleoptera: Curculionidae) in southern Ontario. Proc. ent. Soc. Ont. 102: 4246.Google Scholar
Poos, F. W. and Bissell, T. L.. 1953. The alfalfa weevil in Maryland. J. econ. Ent. 46: 178179.CrossRefGoogle Scholar
Sukhatme, P. V. and Sukhatme, B. V.. 1970. Sampling theory of surveys with application, Vol. 2. Iowa State University Press, Ames. 452 pp.Google Scholar
Titus, E. G. 1910. On the life history of the alfalfa leaf weevil. J. econ. Ent. 3: 459470.CrossRefGoogle Scholar