1971
DOI: 10.1017/s0252921100089181
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A Study of Asteroid Families and Streams by Computer Techniques

Abstract: A study of asteroid orbits is made to determine if there exist groupings of similar orbits in the asteroid population. A computer program based on Southworth's D criterion for similarity in meteor orbits is used. The program successfully sorted out the asteroid families listed by Hirayama, Brouwer, and van Houten et al. A number of new families were detected, several of which appear to be more significant than the minor Brouwer families. Asteroidal streams (jetstreams) are studied and a list of such streams is… Show more

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Cited by 15 publications
(6 citation statements)
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“…We use the D SH metric in its original form because it has an established pedigree (e.g. searching for parent comets of meteor streams) that has been used to successfully identify members of known meteor streams (Southworth & Hawkins 1963, Sekanina 1970) and main belt asteroid families (Lindblad & Southworth 1971).…”
Section: The Southworth-hawkins D-criterionmentioning
confidence: 99%
“…We use the D SH metric in its original form because it has an established pedigree (e.g. searching for parent comets of meteor streams) that has been used to successfully identify members of known meteor streams (Southworth & Hawkins 1963, Sekanina 1970) and main belt asteroid families (Lindblad & Southworth 1971).…”
Section: The Southworth-hawkins D-criterionmentioning
confidence: 99%
“…So, it is sufficient to find concentrations in another two orbital elements (angular elements -the longitude of the perihelion and the longitude of the ascending node) in asteroid families for the purpose of finding orbital clustering. Such orbital clusterings were found by AlfvCn (1969) and subsequently by Arnold (1969) and Lindblad and Southworth (1971). Flora A found by AlfvCn is the most marked orbital clustering.…”
Section: Introductionmentioning
confidence: 71%
“…Brouwer (1951) used an enhanced Lagrange-type analytical solution of the linear secular perturbation equations and the major planet theory by Brouwer and Van Woerkom (1950) to produce proper elements for all asteroids numbered at that time; his procedure and results were rather advanced with respect to the previous ones and therefore they were used for quite some time (cf. Anders, 1965;Arnold, 1969;Van Houten et al, 1970;Lindblad and Southworth, 1971 Williams (1979) and by Williams and Hierath (1987), and are sometimes still in use (they can also be found in Williams, 1989). The positions of the surfaces of the linear secular resonances, which are the most important because they bound the main asteroid belt and open large gaps in the distribution of asteroids, were determined using this theory by Williams and Faulkner (1981).…”
Section: Theories and Methods For Computation Of Proper Elementsmentioning
confidence: 99%
“…Brouwer (1951) used an enhanced Lagrange-type analytical solution of the linear secular perturbation equations and the major planet theory by Brouwer and Van Woerkom (1950) to produce proper elements for all asteroids numbered at that time; his procedure and results were rather advanced with respect to the previous ones and therefore they were used for quite some time (cf. Anders, 1965;Arnold, 1969;Van Houten et al, 1970;Lindblad and Southworth, 1971 when Williams (1969) developed a new semianalytic theory, which used no expansion of the perturbing function in eccentricity and inclination of the asteroid, and thus provided results of about the same accuracy regardless of e, I. Proper elements computed by means of this theory have been published by Williams (1979) and by Williams and Hierath (1987), and are sometimes still in use (they can also be found in Williams, 1989).…”
mentioning
confidence: 99%