Free Access

Table A.1

Summary of TPM results, including the minimum reduced chi-squared (), the best-fitting diameter (D) and corresponding 1σ statistical error bars, and the number of IR data that were modeled (NIR).

Target [pole] NIR TLC D ± σD (km) for sphere Γ [SI units] Roughness Comments
(3) Juno 112 No 1.3 254 ± 4 1.0 ≳1.00 Borderline acceptable
fit. Sphere does
better
(14) Irene 1 6 No 0.1 155 0.4 70 0.80 Very few data to
provide realistic
error bars
(14) Irene 2 6 No 0.2 154 0.2 70 0.80 Idem
                 
(20) Massalia 1,2 72 No 0.5 145 ± 2 1.6 ≲0.20 Mirror solutions pro-
vide virtually same fit
                 
(64) Angelina 1 23 Yes 0.8 54 ± 2 1.10 0.20 Did not model MSX data
                 
(64) Angelina 2 23 Yes 1.16 54 ± 2 1.24 0.25 Idem
                 
(68) Leto 1 55 Yes 0.6 121 ± 5 0.83 0.50 Small offset between mir-
ror solutions (not stat.
significant)
(68) Leto 2 55 Yes 0.7 123 ± 5 0.87 0.45 Idem
                 
(89) Julia 27 No 1.0 150 ± 10 1.5 ≳0.90 Only northern aspect
angles covered (A < 70°)
in the IR. Unexpectedly
high thermal inertia
fits better probably
because the phase angle
coverage is not well
balanced (only 3 measu-
rements with α > 0)
(114) Kassandra 1,2 46 Yes 0.6 98 ± 3 0.70 0.55 Quite irregular but spheres
provide similar fit
(145) Adeona 17 No 0.47 149 ± 10 0.23 0.60 Phase angle coverage
is not well balanced
between pre- and
post-opposition
(297) Caecilia 13 No 0.9 41 0.9 10 0.35 Too few data to give
realistic error bars
(308) Polyxo 1,2 13 No 0.4 139 0.35 50 0.45 Too few data to give
realistic error bars
(381) Myrrha 73 Yes 0.40 131± 4 1.6 ≳1.00 Good fit but some small
waviness in residuals
vs. rot. phase plot
(441) Bathilde 1 26 Yes 0.7 72 ± 2 1.7 ≳0.90 Very high thermal inertia
(441) Bathilde 2 26 Yes 1.6 > 2 Bad fit
(721) Tabora 1 40 Yes 1.4 78± 5 > 5 0.65 Borderline acceptable fit,
still better than sphere
(721) Tabora 2 40 Yes 2.1 > 5 Bad fit

Notes. TLC (Yes/No) refers to the availability of at least one thermal lightcurve with eight or more points sampling the rotation period. The obtained for a spherical model with the same spin properties is shown. We also provide the value of thermal inertia Γ and surface roughness. Whenever the two mirror solutions provided different optimum diameters, we show them in different lines. Acceptable solutions, and preferred ones whenever it applies to mirror models, are highlighted in bold face.

Current usage metrics show cumulative count of Article Views (full-text article views including HTML views, PDF and ePub downloads, according to the available data) and Abstracts Views on Vision4Press platform.

Data correspond to usage on the plateform after 2015. The current usage metrics is available 48-96 hours after online publication and is updated daily on week days.

Initial download of the metrics may take a while.