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Rings of Uranus: A Review of Occultation Results

Published online by Cambridge University Press:  12 April 2016

James L. Elliot*
Affiliation:
Massachusetts Institute of Technology

Extract

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Since their discovery in 1977 (Elliot 1979), the dark, narrow rings of Uranus have intrigued dynamicists. The main enigma has been how the rings can remain so narrow - only a few km wide - when particle collisions and the Poynting-Robertson effect should cause the particles to disperse. The Uranian rings have posed other problems as well, and have proved to be a unique system for developing dynamical models of rings. The reason for this theoretical interest is the high precision and time coverage of the data available from occultation observations. With occultations we obtain a spatial resolution of 1 km in the position of ring segments and a resolution of 4 km in their structural details. These high-resolution data are available sufficiently often to be useful for dynamical purposes - at the rate of 1-2 events per year. This spatial resolution is somewhat better than that obtained by Voyager imaging of Jupiter’s and Saturn’s rings (Owen et al. 1979; Smith et al. 1981). Ground-based images of the Uranian rings, obtained by Matthews, Nicholson, and Neugebauer (1981), have a spatial resolution of ~50,000 km. Although unable to resolve individual rings, these data have established the mean geometric albedo of the rings at 0.030 ± 0.005.

Type
Present Knowledge of Uranus
Copyright
Copyright © Cambridge University Press 1982

References

Asknes, K. (1977). Quantitative analysis of the Dermott-Gold theory for Uranus’s rings. Nature 269, 783.Google Scholar
Anderson, J.D., Null, G.W., Biller, E.D., Wong, S.K., Hubbard, W.B. and MacFarlane, J.J. (1980). Pioneer Saturn celestial mechanics experiment. Science 207, 449452.Google Scholar
Bhattacharyya, J.C. and Bappu, M.K.V. (1977). Saturn-like ring system around Uranus. Nature 270, 503506.CrossRefGoogle Scholar
Bhattacharyya, J.C., Bappu, M.K.V., Mohin, S., Mahra, H.S. and Gupta, S.K. (1979). Extended ring system of Uranus. Moon and Planets 21, 393404.Google Scholar
Bouchet, P., Perrier, C. and Sicardy, B. (1980). Occultation by Uranus. I.A.U. Circ. No. 3503.Google Scholar
Brown, R.A. and Goody, R.M. (1980). The rotation of Uranus. II. Astrophys. J. 235, 10661070.Google Scholar
Chen, D.-H., Yang, H.-Y., Wu, C.-H., Wu, Y.-C, Kiang, S.-Y., Huang, Y.-W., Yeh, C.-T., Chai, T.-S., Hsieh, C.-C, Cheng, C.-S. and Chang, C. (1978). Photoelectric observation of the occultation of SAO 158687 by Uranian ring and the detection of Uranian ring signals from the light curve. Scientia Sinica XXI, 503508.Google Scholar
Churms, J. (1977). Occultation of SAO 158687 by Uranian satellite belt. I.A.U. Circ. No. 3051.Google Scholar
Cook, A.F. and Mcintosh, B.A. (1981). The rings of Uranus. Nature (submitted).Google Scholar
Danielson, R.E., Tomasko, M.G. and Savage, B.D. (1972). High resolution imagery of Uranus obtained from Stratoscope II. Astrophys J. 178, 887900.Google Scholar
Dermott, S. and Gold, T. (1977). The rings of Uranus: theory. Nature 267, 590593.CrossRefGoogle Scholar
Dermott, S.F., Gold, T. and Sinclair, A.T. (1979). The rings of Uranus: nature and origin. Astron. J. 84, 12251234.Google Scholar
Desch, M.D. and Kaiser, M.L. (1981). Voyager measurement of the rotation period of Saturn’s magnetic field. Geophys. Res. Lett, (submitted).Google Scholar
Dunham, D.W. (1971). Motions of the satellites of Uranus. Ph.D. thesis, Yale University.Google Scholar
Elliot, J.L. (1979). Stellar occultation studies of the solar system. Ann. Rev. Astron. & Astrophys. 17, 445475.Google Scholar
Elliot, J.L., Dunham, E.W. and Mink, D.J. (1977). The rings of Uranus. Nature 267, 328330.CrossRefGoogle Scholar
Elliot, J.L., Dunham, E.W., Wasserman, L.H., Millis, R.L. and Churms, J. (1978). The radii of Uranian rings α, β, γ, δ, ε, η 4, 5 and 6 from their occultation of SAO 158687. Astron. J. 83, 980992.CrossRefGoogle Scholar
Elliot, J.L., Dunham, E., Mink, D.J. and Churms, J. (1980). The radius and ellipticity of Uranus from its occultation of SAO 158687. Astrophys. J. 236, 10261030.Google Scholar
Elliot, J.L., Frogel, J.A., Elias, J.H., Glass, I.S., French, R.G., Mink, D.J. and Liller, W. (1981a). The 20 March 1980 occultation by the Uranian rings. Astron. J. 86, 127134.Google Scholar
Elliot, J.L., French, R.G., Frogel, J.A., Elias, J.H., Mink, D.J. and Liller, W. (1981b). Orbits of nine Uranian rings. Astron. J. 86, 444455.Google Scholar
Fanale, F.P., Veeder, G., Matson, D.L. and Johnson, T.V. (1980). Rings of Uranus: proposed model is unworkable. Science 208, 626.Google Scholar
Franklin, F.A., Avis, C.C., Columbo, G. and Shapiro, I.I. (1980). The geometric oblateness of Uranus. Astrophys. J. 236, 10311034.Google Scholar
Gehrels, T. et al. (1980). Imaging photopolarmeter on Pioneer Saturn. Science 207, 434439.Google Scholar
Goldreich, P. and Nicholson, P.D. (1977). Revenge of tiny Miranda. Nature 269, 783785.CrossRefGoogle Scholar
Goldreich, P. and Tremaine, S. (1979a). Towards a theory for the Uranian rings. Nature 277, 9799.Google Scholar
Goldreich, P. and Tremaine, S. (1979b). Precession of the e ring of Uranus. Astron. J. 84, 16381641.Google Scholar
Goldreich, P. and Tremaine, S. (1981). The origin of the eccentricities of the rings of Uranus. Astrophys. J. 243, 10621075.Google Scholar
Gradie, J. (1980). Rings of Uranus: proposed model is unworkable. Science 207, 626627.Google Scholar
Hayes, S.H. and Belton, M.J.S. (1977). The rotational periods of Uranus and Neptune. Icarus 32, 383401.Google Scholar
Hubbard, W.B. and Zellner, B.H. (1980). Results from the 10 March 1977 occultation by the Uranus system. Astron. J. 85, 16631669.Google Scholar
Hunten, D.M. (1980). Rings of Uranus: proposed model is unworkable. Science 208, 625626.CrossRefGoogle ScholarPubMed
Ip, W.-H. (1980a). Physical studies of planetary rings. Space Sci. Rev. 26, 3996.Google Scholar
Ip, W.-H. (1980b). New progress in the physical studies of planetary rings. Space Sci. Rev. 26, 97109.Google Scholar
Klemola, A.R. and Marsden, B.G. (1977). Predicted occultations by the rings of Uranus 1977–1980. Astron. J. 82, 849851.Google Scholar
Klemola, A.R., Mink, D.J. and Elliot, J.L. (1981). Predicted occultations by Uranus: 1981–1984. Astron. J. 86, 138140.Google Scholar
Mahra, H.S. and Gupta, S.K. (1977). Occultation of SAO 158687 by Uranian rings. I.A.U. Circ. No. 3061.Google Scholar
Matthews, K., Nicholson, P.D. and Neugebauer, G. (1981). 2.2 Micron maps of the rings of Uranus. (preprint).Google Scholar
Millis, R.L., Wasserman, L.H., Elliot, J.L. and Dunham, E.W. (1977). The rings of Uranus: their widths and optical thicknesses. Bull. Amer. Astron. Soc. 9, 498.Google Scholar
Millis, R.L., Wasserman, L.H. and Birch, P. (1977). Detection of the rings of Uranus. Nature 267, 330331.CrossRefGoogle Scholar
Millis, R.L. and Wasserman, L.H. (1978). The occultation of BD-15°3969 by the rings of Uranus. Astron J. 83, 993998.Google Scholar
Münch, G. and Hippelein, H. (1979). The effects of seeing on the reflected spectrum of Uranus and Neptune. Astron. & Astrophys. 81, 189197.Google Scholar
Nicholson, P.D., Matthews, K. and Goldreich, P. (1981a). The Uranus occultation of 10 June 1979 . I. The rings. Astron. J. 86, 596606.CrossRefGoogle Scholar
Nicholson, P.D., Matthews, K. and Goldreich, P. (1981b). Radial widths, optical depths and eccentricities of the Uranian rings. Astron. J. (submitted).Google Scholar
Nicholson, P.D., Persson, S.E., Matthews, K., Goldreich, P. and Neugebauer, G. (1978). The rings of Uranus: results of the 1978 10 April occultation. Astron. J. 83, 12401248.CrossRefGoogle Scholar
Null, G.W., Lau, E.L., Biller, E.D. and Anderson, J.D. (1981). Saturn gravity results obtained from Saturn Pioneer II tracking and Earth-based Saturn satellite data. Astron. J. 86, 456468.CrossRefGoogle Scholar
Owen, T., Danielson, G.E., Cook, A.F., Hansen, C., Hall, V. and Duxbury, T.C. (1979). Jupiter’s rings. Nature 281, 442446.Google Scholar
Persson, E., Nicholson, P., Matthews, K., Goldreich, P. and Neugebauer, G. (1978). Occultations by Uranian rings. I.A.U. Circ. No. 3215.Google Scholar
Smith, B.A. et al. (1981). Encounter with Saturn: Voyager imaging science results. Science 212, 163190.Google Scholar
Smith, H.J. and Slavsky, D.B. (1979). Rotation period of Uranus. Bull. Amer. Astron. Soc. 11, 568.Google Scholar
Smoluchowski, R. (1976). Origin and structure of Jupiter and its satellites. In Jupiter (Gehrels, T., ed.), pp. 321. University of Arizona Press, Tucson.Google Scholar
Taylor, G.E. (1973). An occultation by Uranus, J. Brit. Astron. Assoc. 83, 352.Google Scholar
Tornita, K. (1977). Observation of occultation of the SAO 158687 star by Uranus at Dodaira Station. Tokyo Astr. Bull., Sec. Series, No. 250.Google Scholar
Trafton, L. (1977). Uranus’ rotational period. Icarus 32, 402412.Google Scholar
Van Flandern, T.C. (1979). Rings of Uranus: invisible and impossible? Science 204, 10761077.Google Scholar
Van Flandern, T.C. (1980) Rings of Uranus: proposed model is unworkable. Science 208, 627.Google Scholar