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The long-term evolution project

Published online by Cambridge University Press:  12 April 2016

A. Carusi ,
L. Kresák ,
E. Perozzi  and
G.B. Valsecchi
A. Carusi
Affiliation:
IAS-Reparto di Planetologia, C.N.R., Viale Università 11, 00185 Rome, Italy
L. Kresák
Affiliation:
Astronomical Institute, S.A.V., 84228 Bratislava, Czechoslovakia
E. Perozzi
Affiliation:
IAS-Reparto di Planetologia, C.N.R., Viale Università 11, 00185 Rome, Italy
G.B. Valsecchi
Affiliation:
IAS-Reparto di Planetologia, C.N.R., Viale Università 11, 00185 Rome, Italy

Abstract

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The Long-Term Evolution Project (LTEP), realized in collaboration by the IAS-Reparto di Planetologia (Rome, Italy) and the Astronomical Institute of SAV (Bratislava, Czechoslovakia), has been developed with the aim of giving a general insight into the dynamical evolution of short-period comets. The motion of all the known short-period comets has been investigated over a long time span (over 800 years) taking care, as far as possible, to eliminate the sources of possible discrepancies within the computations. An internally consistent data-set and an atlas of orbital evolutions are the first outputs of this project. The main characteristics of the LTEP are discussed, together with some general remarks on its importance for cometary studies, its limitations and the future developments.

Type
Section IV. Dynamics of Comets: Numerical Modelling
Information
International Astronomical Union Colloquium , Volume 83: Dynamics of Comets: Their Origin and Evolution , 1985 , pp. 203 - 214
Copyright
Copyright © Cambridge University Press 1985

References

Carusi, A., Kresák, L., Valsecchi, G.B: 1981, Astron. Astrophys., 99, 262–269.Google Scholar
Carusi, A., Kresák, L., Perozzi, E., Valsecchi, G.B: 1984, IAS-Int’er-nal Report 12.Google Scholar
Carusi, A., Kresák, L., Perozzi, E., Valsecchi, G.B: 1985a, this volume.Google Scholar
Carusi, A., Perozzi, E., Pittich, E., Valsecchi, G.B: 1985b, this volume.Google Scholar
Everhart, E.: 1974a, Celest. Mech., 10, 35–55.Google Scholar
Everhart, E.: 1974b, Denver Res. Inst. Techn. Report, 1 July 1974.Google Scholar
Everhart, E.: 1985, this volume.Google Scholar
Krogh, F.T: 1970, JPL Technology Utilization Document n. CP-2308.Google Scholar
Krogh, F.T: 1973, J. Ass. Comp. Mach., 20, 545–562.CrossRefGoogle Scholar
Lapidus, L., Seinfeld, J.H: 1971, Numerical Solution of Ordinary Differential equations, Academic Press, New York and London.Google Scholar
Marsden, B.G: 1982, Catalogue of Cometary Orbits, IAU Central Bureau for Astron. Telegrams, Cambridge, Mass.Google Scholar
Standish, E.M., Keesey, M.S.W., Newhall, XX: 1976, JPL Techn. Report n. 32-1603.Google Scholar
Zadunaisky, P.E: 1979, Celest. Mech., 20, 209–230.Google Scholar