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An approach to the study of ancient archery using mathematical modelling

Published online by Cambridge University Press:  02 January 2015

B. W. Kooi and
C. A. Bergman
B. W. Kooi
Affiliation:
Faculty of Biology, Free University, De Boelelaan 1087, 1081 HV Amsterdam, Netherlands. E-mail: kooi@bio.vu.nl
C. A. Bergman
Affiliation:
Northern Kentucky University & 3D Environmental Services, Inc., 781 Neeb Road, Cincinnati OH 45233-4625, USA
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Extract

The archer's bow is a machine whose purpose is to impart stored energy effectively and accurately to propel the arrow. A mathematical modelling of different bow types shows how their engineering characteristics define their performances.

Information

Type
Papers
Information
Antiquity , Volume 71 , Issue 271 , March 1997, pp. 124 - 134
Copyright
Copyright © Antiquity Publications Ltd. 1997

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References

Bergman, C.A. 1993. The development of the bow in western Europe: a technological and functional perspective, in Peterkin, G.L., Bricker, H.M. & Mellars, P., Hunting and animal exploration in the Later Palaeolithic and Mesolithic of Eurasier. 95–105. Washington (DC): Archaeological Papers of the American Anthropological Association 4.Google Scholar
Clark, J.G.D. 1963. Neolithic bows from Somerset, England and the prehistory of archery in north-western Europe, Proceedings of the Prehistoric Society 29: 50–98.CrossRefGoogle Scholar
Elmer, R.P. 1952. Target archery. London: Hutchinson.Google Scholar
Faris, N.A. & Elmer, R.P.. 1945. Arab archery. Princeton (NJ): Princeton University Press.Google Scholar
Gordon, I.E. 1978. Structures or why things don't fail down. Hannondsworth: Penguin.Google Scholar
Hamilton, T.M. 1982. Native American bows. Columbia (MO): Missouri Archaeological Society.Google Scholar
Hardy, R. 1992. Longbow. Sparkford, Somerset: Patrick Stephens.Google Scholar
Hickman, C.N., Nagler, F. & Klopsteg, P.E.. 1947. Archery: the technical side. Redlands (CA): National Field Archery Association.Google Scholar
Klopsteg, P.E. 1987. Turkish archery and the composite bow. Manchester: Simon Archery Foundation.Google Scholar
Kooi, B.W. 1981. On the mechanics of the bow and arrow, Journal of Engineering Mathematics 15:119–45.Google Scholar
Kooi, B.W. 1983. On the mechanics of the bow and arrow. Ph.D thesis, Rijksuniversiteit Groningen.Google Scholar
Kooi, B.W. 1991. On the mechanics of the modern working-recurve how, Computational Mechanics 8: 291–304.Google Scholar
Kooi, B.W. 1994. The design of the bow, Proceedings Koninklijke Nederlandse Akademie van Wetenschappen 97(3): 1–27.Google Scholar
Kooi, B.W. & Sparenberg, I.A.. 1980. On the static deformation of a bow, Journal of Engineering Mathematics 14:27–45.Google Scholar
McEwen, E., Miller, R.L. & Bergman, C.A.. 1991. Early bow design and construction, Scientific American (June): 50–56).Google Scholar
Mcleod, W. 1970. Composite bows from the Tomb of Tut'ankhamün. Oxford: Oxford University Press.Google Scholar
Miller, R.L., McEwen, E. & Bergman, C.A.. 1986. Experimental approaches to ancient Near Eastern archery, World Archaeology 18: 178–95.Google Scholar
Payne-Gallwey, R.. 1976. The crossbow. London: Holland Press.Google Scholar
Pope, S.T. 1974. Bows and arrows. Berkeley (CA): University of California Press.Google Scholar
Rausing, G. 1967. The bow. Lund: CWK Gleerups Förlag. Acta archaeologica Lundensia.Google Scholar
Rees, G. 1993. The longbow's deadly secrets, New Scientist (June 5): 24–5.Google Scholar
Tuijn, C. & Kooi, B.W.. 1992. The measurement of arrow velocities and the efficiency of working-recurve bows, European Journal of Physics 13: 127–34.Google Scholar