Open Access

Table C.2

Median values from the fitting posterior distributions and the corresponding uncertainties.

Source ai σi ρi
[a.u.] ["] [kλ]
BP Tau 104100+5${104_{ - 100}^{ + 5}}$ 0.170.02+0.04${0.17_{ - 0.02}^{ + 0.04}}$ -
1714+39${17_{ - 14}^{ + 39}}$ 0.280.04+0.07${0.28_{ - 0.04}^{ + 0.07}}$ 25137+35${251_{ - 37}^{ + 35}}$
2±6 0.48±0.07 81866+58$818_{ - 66}^{ + 58}$
136+7${13_{ - 6}^{ + 7}}$ 0.210.05+0.06${0.21_{ - 0.05}^{ + 0.06}}$ 90438+62${904_{ - 38}^{ + 62}}$
-177+6${ - 17_{ - 7}^{ + 6}}$ 0.07±0.03 71967+62${719_{ - 67}^{ + 62}}$

CI Tau 18615+20${186_{ - 15}^{ + 20}}$ 0.46±0.02 -
13526+35${135_{ - 26}^{ + 35}}$ 0.43±0.04 1619+8${161_{ - 9}^{ + 8}}$
4514+21${45_{ - 14}^{ + 21}}$ 0.45±0.06 388±14
12029+24${120_{ - 29}^{ + 24}}$ 0.080.01+0.03${0.08_{ - 0.01}^{ + 0.03}}$ 51661+66${516_{ - 61}^{ + 66}}$
2816+22${28_{ - 16}^{ + 22}}$ 0.290.05+0.07${0.29_{ - 0.05}^{ + 0.07}}$ 54443+42${544_{ - 43}^{ + 42}}$
11126+23${111_{ - 26}^{ + 23}}$ 0.17±0.03 101825+26${1018_{ - 25}^{ + 26}}$
6329+16${63_{ - 29}^{ + 16}}$ 0.160.04+0.07${0.16_{ - 0.04}^{ + 0.07}}$ 140144+63${1401_{ - 44}^{ + 63}}$
2715+18${27_{ - 15}^{ + 18}}$ 0.220.04+0.05${0.22_{ - 0.04}^{ + 0.05}}$ 171455+53${1714_{ - 55}^{ + 53}}$

DL Tau 251±10 0.39±0.01 -
20820+28${208_{ - 20}^{ + 28}}$ 0.33±0.01 215±3
172±4 0.110.01+0.02${0.11_{ - 0.01}^{ + 0.02}}$ 52713+11${527_{ - 13}^{ + 11}}$
4811+19${48_{ - 11}^{ + 19}}$ 0.390.05+0.06${0.39_{ - 0.05}^{ + 0.06}}$ 853±6
92±9 0.30±0.03 119412+10${1194_{ - 12}^{ + 10}}$
779+7${77_{ - 9}^{ + 7}}$ 0.490.02+0.03${0.49_{ - 0.02}^{ + 0.03}}$ 1371±4
99±5 0.22±0.01 17315+7${1731_{ - 5}^{ + 7}}$

DR Tau 46120+17${4611_{ - 20}^{ + 17}}$ 0.16±0.01 -
17965+60${179_{ - 65}^{ + 60}}$ 0.210.01+0.02${0.21_{ - 0.01}^{ + 0.02}}$ 32920+21${329_{ - 20}^{ + 21}}$
210±8 0.09±0.01 80730+28${807_{ - 30}^{ + 28}}$
99±7 0.160.02+0.01${0.16_{ - 0.02}^{ + 0.01}}$ 1692±16

GW Lup 10022+30${100_{ - 22}^{ + 30}}$ 0.31±0.02 -
10614+11${106_{ - 14}^{ + 11}}$ 0.180.05+0.04${0.18_{ - 0.05}^{ + 0.04}}$ 20856+36${208_{ - 56}^{ + 36}}$
629+8${62_{ - 9}^{ + 8}}$ 0.140.03+0.04${0.14_{ - 0.03}^{ + 0.04}}$ 68858+49${688_{ - 58}^{ + 49}}$
26±8 0.360.05+0.06${0.36_{ - 0.05}^{ + 0.06}}$ 1113±22
25±6 0.17±0.04 141449+47${1414_{ - 49}^{ + 47}}$
12±5 0.420.06+0.07${0.42_{ - 0.06}^{ + 0.07}}$ 181932+31${1819_{ - 32}^{ + 31}}$

IQ Tau 6920+28$69_{ - 20}^{ + 28}$ 0.36±0.03 -
6418+15$64_{ - 18}^{ + 15}$ 0.260.03+0.06$0.26_{ - 0.03}^{ + 0.06}$ 13531+54$135_{ - 31}^{ + 54}$
23±4 0.34±0.06 52816+17$528_{ - 16}^{ + 17}$
114+5$11_{ - 4}^{ + 5}$ 0.330.06+0.07$0.33_{ - 0.06}^{ + 0.07}$ 101345+38$1013_{ - 45}^{ + 38}$
10±4 0.92±0.07 120016+13$1200_{ - 16}^{ + 13}$

Sz 98 1434+1$143_{ - 4}^{ + 1}$ 0.40±0.01 -
818+9$81_{ - 8}^{ + 9}$ 0.420.03+0.02$0.42_{10.03}^{ + 0.02}$ 2164+3$216_{ - 4}^{ + 3}$
317+17$31_{ - 7}^{ + 17}$ 0.160.03+0.04$0.16_{ - 0.03}^{ + 0.04}$ 66129+30$661_{ - 29}^{ + 30}$
16±4 0.550.05+0.07$0.55_{ - 0.05}^{ + 0.07}$ 99413+12$994_{ - 13}^{ + 12}$
293+4$29_{ - 3}^{ + 4}$ 0.450.04+0.05$0.45_{ - 0.04}^{ + 0.05}$ 12588+9$1258_{ - 8}^{ + 9}$
10415+12$104_{ - 15}^{ + 12}$ 0.04±0.01 144954+65$1449_{ - 54}^{ + 65}$

V1094 Sco 13116+11$131_{ - 16}^{ + 11}$ 0.660.03+0.04$0.66_{ - 0.03}^{ + 0.04}$ -
166±6 0.480.05+0.84$0.48_{ - 0.05}^{ + 0.84}$ 124±5
617+8$61_{ - 7}^{ + 8}$ 0.680.05+0.04$0.68_{ - 0.05}^{ + 0.04}$ 261±4
5711+6$57_{ - 11}^{ + 6}$ 0.38±0.03 430±5
33±4 0.19±0.07 70935+31$709_{ - 35}^{ + 31}$
31±8 0.46±0.05 9438+9$943_{ - 8}^{ + 9}$
415+4$41_{ - 5}^{ + 4}$ 0.510.06+0.05$0.51_{ - 0.06}^{ + 0.05}$ 1173±7
29±4 0.41±0.06 1368±12
16±3 0.36±0.06 161918+17$1619_{ - 18}^{ + 17}$

Notes. Gaussian function fit parameters ai, σi, and ρi, describing the intensity, width, and spatial frequency, respectively (see Eq. C.4).

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