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Table 3

Total and mean (averaged) values of Yarkovsky drift in proper a, estimated numerically with the application of two various spin axis orientations models (ΔT = −2 Gyr).

Asteroid no. and name D (km) Total drift Δa (au) (mean drift rate) (au Myr−1) Pole coordinates λ,β (deg)
(956) Elisa 10.474 2.62e−02 1.31e−05 62 ± 6, −54 ± 6
± 0.208 1.67e−02 8.35e−06 255 ± 4, −35 ± 3
(1914) Hartbee- 9.561 2.29e−02 1.15e−05 37 ± 33, 29 ± 20
spoortdam ± 0.186 8.29e−02 4.15e−05 175±4, 52±6
(1946) Walraven 9.205 7.80e−02 3.90e−05 259±20, −80±20
± 0.109 3.36e−01 1.68e−04 80 ± 20, −59 ± 20
(2432) Soomana 7.387 4.21e−02 2.10e−05 −, 60 ± 8
± 0.083
(2566) Kirghizia 7.816 4.30e−02 2.15e−05 98 ± 1, −50 ± 2
± 0.172 6.25e−02 3.12e−05 262 ± 1, −60 ± 4
(2579) Spartacus 4.604 6.58e−01 3.29e−04 312 ± 5, −57 ± 5
± 0.369 6.55e−01 3.28e−04 113 ± 5, −60 ± 5
(2653) Principia 9.882 1.86e−02 9.30e−06 67 ± 2, 29 ± 2
± 0.984 2.11e−02 1.06e−05 241 ± 2, 37 ± 4
(2704) Julian Loewe 5.199 4.90e−02 2.45e−05 37 ± 40, −88 ± 23
± 0.291 4.32e−02 2.16e−05 250 ± 50, −64 ± 11
(2763) Jeans 7.514 1.45e−01 7.24e−05 85 ± 5, 62 ± 5
± 0.157 1.05e+02 5.27e−02 255 ± 8, 48 ± 8
(2851) Harbin 8.838 5.72e−03 2.86e−06 99 ± 5, 10 ± 5
± 0.236 1.14e+00 5.68e−04 282 ± 5, 1 ± 5
(2912) Lapalma 6.519 4.90e−02 2.45e−05 205± 15, −75 ±6
± 0.289
(3307) Athabasca 3.628 5.67e−02 2.84e−05 46 ± 3, 39 ± 8
± 0.167 4.50e−01 2.25e−04 218 ±3, 30 ± 8
(3536) Schleicher 3.145 7.49e−02 3.75e−05 78± 3, −34±6
± 0.161 1.19e−01 5.97e−05 260 ± 3, −51 ± 5
(3849) Incidentia 5.798 2.70e−02 1.35e−05 165 ± 6, 30 ± 9
± 0.125 1.89e−02 9.45e−06 331 ± 13, 19±6
(4796) Lewis 5.56 W 8.29e−02 4.15e−05 260 ± 52, 75 ± 15
7.26e−01 3.63e−04 328 ± 28, 81 ± 9
(5150) Fellini 5.401 5.92e−02 2.96e−05 7 ± 3, 86 ± 5
± 0.229 5.22e−02 2.61e−05 257 ± 3, 73 ± 5
(5524) Lecacheux 19.902 1.79e−02 8.93e−06 -, −57 ± 9
± 12.768
(5525) 1991 TS4 5.281 1.56e+00 7.80e−04 43 ± 50, −48 ± 4
± 0.104 5.43e−02 2.71e−05 223 ± 40, −65 ± 8
(5754) 1992 FR2 6.337 4.83e−02 2.41e−05 122 ± 40, −85 ± 11
± 0.078
(5952) Davemonet 4.861 8.48e−02 4.24e−05 108 ± 4, −75 ± 4
± 0.275 8.14e−02 4.07e−05 351 ±3, −73±6
(6406) Mikejura 4.062 6.20e−02 3.10e−05 17 ±5, −61 ± 5
± 0.233 6.09e−02 3.05e−05 216 ± 5, −52 ± 5
(7558) Yurlov 6.04 (*) 7.24e−02 3.62e−05 121 ± 20, −75 ± 12
6.28e−02 3.14e−05 345 ± 48, −64 ± 11
(7899) Joya 3.902 2.54e−02 1.27e−05 -, −47 ± 17
± 0.379
(17028) 1999 FJ5 1.951 1.85e+00 9.27e−04 40 ±5, 18 ± 5
± 0.388 3.10e−02 1.55e−05 221 ± 5, 13±5
(18641) 1998 EG10 3.717 8.46e−02 4.23e−05 −, prograde (**)
± 0.650
(25327) 1999 JB63 4.362 1.91e+00 9.54e−04 148 ± 2, −56 ± 6
± 0.077 1.58e+00 7.91e−04 339 ± 5, −55 ± 9
(25542) Garabedian 2.726 7.88e−02 3.94e−05 141 ±5, 37 ± 5
± 0.385 1.05e−01 5.25e−05 312 ± 5, 61 ± 5

Notes. (*)Data from ALCDEF (Warner et al. 2009). (**)For asteroid (18641) 1998 EG10, we only know the sense of rotation, so we use the angle at which the Yakrovsky drift is maximum.

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