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0345194906
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note
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Observations of light with wavelength λ made at scattering angle θ highlight particles of radius r ∼ λ/2θ (1). Indeed, within the 1.2° to 1.5° range viewed by Galileo, 1-μm particles scatter 10 to 20 times less efficiently than do 5- to 10-μm grains.
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13
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0345626904
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note
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These calculations assume a constant-size distribution of 30% fractional width. We chose a refractive index corresponding to olivine and pyroxene, but this (and the particle's shape) is unimportant in such a diffraction-dominated regime.
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S. J. Weidenschilling et al., in Planetary Rings, R. Greenberg and A. Brahic, Eds. (Univ. of Arizona Press, Tucson, AZ, 1984), pp. 367-415; R. M. Canup and L. W. Esposito, Icarus 113, 331 (1995); J. E. Colwell and L. W. Esposito, J. Geophys. Res. 98, 7387 (1993).
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S. J. Weidenschilling et al., in Planetary Rings, R. Greenberg and A. Brahic, Eds. (Univ. of Arizona Press, Tucson, AZ, 1984), pp. 367-415; R. M. Canup and L. W. Esposito, Icarus 113, 331 (1995); J. E. Colwell and L. W. Esposito, J. Geophys. Res. 98, 7387 (1993).
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Thomas, P.C.1
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20
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0344332338
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note
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syn (160,000 km) is the location where a particle's orbital period matches Jupiter's spin period.
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21
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0001455313
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J. A. Burns and L. Schaffer, Nature 337, 340 (1989); T. G. Northrop, D. A. Mendis, L. E. Schaffer, Icarus 79, 101 (1989).
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J. A. Burns and L. Schaffer, Nature 337, 340 (1989); T. G. Northrop, D. A. Mendis, L. E. Schaffer, Icarus 79, 101 (1989).
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Northrop, T.G.1
Mendis, D.A.2
Schaffer, L.E.3
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23
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0345626902
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note
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syn, which was inferred from the Voyager data (4), is not visible in the more sensitive Galileo images; its presence in the Voyager data can be understood in hindsight in terms of the model presented here.
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26
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0344764392
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note
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Because the smallest interplanetary micrometeoroids do not penetrate the jovian magnetosphere, the lifetimes of the tiniest ring grains are set by catastrophic fragmentation rather than erosion (13).
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27
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0000569996
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P. Farinella et al., Icarus 101, 174 (1993).
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Farinella, P.1
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0345194903
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note
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As seen from a reference frame situated at the mean orbital radius, an orbiting particle approximately traverses an elliptical path (2ae × ae) in a sense opposite to the actual orbital motion while simultaneously oscillating about the equatorial plane by a[sin(i)]. All three excursions - radial, longitudinal, and vertical - occur nearly at the orbital frequency.
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J. A. Burns et al., Nature 316, 115 (1985).
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J. A. Burns, J. N. Cuzzi, M. R. Showalter, Bull. Am. Astron. Soc. 15, 1013 (1983); M. R. Showalter, J. A. Burns, D. P. Hamilton, ibid. 30, 1044 (1998); C. D. Murray, M. K. Gordon, S. M. Giuliatti-Winter, Icarus 129, 304 (1997).
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J. A. Burns, J. N. Cuzzi, M. R. Showalter, Bull. Am. Astron. Soc. 15, 1013 (1983); M. R. Showalter, J. A. Burns, D. P. Hamilton, ibid. 30, 1044 (1998); C. D. Murray, M. K. Gordon, S. M. Giuliatti-Winter, Icarus 129, 304 (1997).
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Murray, C.D.1
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37
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0345194902
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note
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This research was supported by grants from NASA as well as by the Galileo Project. We acknowledge the help of the Galileo imaging team, especially M. J. S. Belton, J. Veverka, T. V. Johnson, K. Klaasen, and H. Breneman, in obtaining these data.
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