EDP Sciences logo
Subscriber Authentication Point
Search
Menu
Home All issues Volume 705 (January 2026) A&A, 705 (2026) A197 Full HTML
Open Access

Table A.1

Summary of the parametric modeling (combinations of radial and vertical functional forms and the number of free parameters Np) for each source.

Source Radial Form Vertical Form Np AIC Conf. ∆BIC Fiducial Model Parameters
Best-Fit 50th Percentile
αin = 2.11 αin=2.13−0.17+0.17${\alpha _{{\rm{in}}}} = 2.13_{ - 0.17}^{ + 0.17}$
αout = −1.48 αout=−1.45−0.09+0.09${\alpha _{{\rm{out}}}} = - 1.45_{ - 0.09}^{ + 0.09}$
DPL vG 10 7.52 60.62 Rc - 107 au Rc=107−4+4au${R_{\rm{c}}} = 107_{ - 4}^{ + 4}{\rm{au}}$
DG vG 12 > 10 99.18 hHWHM = 0.041 hHWHM=0.046−0.008+0.008${h_{{\rm{HWHM}}}} = 0.046_{ - 0.008}^{ + 0.008}$
HD 9672 DPL vE 11 7.76 77.54 Σc = −4.170 Σc=−4.175−0.009+0.009${{\rm{\Sigma }}_c} = - 4.175_{ - 0.009}^{ + 0.009}$
DPL vL 10 0.27 0 PA = 107.72° PA=107.74−0.09∘+0.12${\rm{PA}} = 107.74_{ - 0.09}^{ \circ + 0.12}$
DPL vDG 12 0 25.81 dRA = 0.″039 dRA=0.″048−0.016+0.015${\rm{dRA}} = 0.''048_{ - 0.016}^{ + 0.015}$
dDec = −0.″035 dDec=−0″.037−0.007+0.006${\rm{dDec}} = - 0''.037_{ - 0.007}^{ + 0.006}$
i = 80.03° i=80.18−0.14∘+0.12$i = 80.18_{ - 0.14}^{ \circ + 0.12}$
F* = 5.2 × 10−6 Jy F⋆=1.0−0.6+1.0×10−5Jy${F_ \star } = 1.0_{ - 0.6}^{ + 1.0} \times {10^{ - 5}}{\rm{Jy}}$
R1 = 87.9 au R1=87.6−0.6+0.9au${R_1} = 87.6_{ - 0.6}^{ + 0.9}{\rm{au}}$
R2 = 142.4 au R2=143−3+3au${R_2} = 143_{ - 3}^{ + 3}{\rm{au}}$
σ1 = 10.4 au σ1=10.6−0.8+0.8au${\sigma _1} = 10.6_{ - 0.8}^{ + 0.8}{\rm{au}}$
DPL vG 10 > 10 > 100 σ2 = 36.3 au σ2=35−3+2au${\sigma _2} = 35_{ - 3}^{ + 2}{\rm{au}}$
DG vG 12 > 10 > 100 C1 = 0.650 C1=0.654−0.013+0.011${C_1} = 0.654_{ - 0.013}^{ + 0.011}$
DPL vE 11 > 10 > 100 hHWHM1 = 0.052 hHWHM1=0.053−0.007+0.006${h_{{\rm{HWHM1}}}} = 0.053_{ - 0.007}^{ + 0.006}$
HD 10647 DG vE 13 > 10 > 100 hHWHM2 = 0.226 hHWHM2=0.225−0.002+0.002${h_{{\rm{HWHM2}}}} = 0.225_{ - 0.002}^{ + 0.002}$
DPL vL 10 6.15 0 Cvert = 0.91 Cvert=0.88−0.06+0.06${C_{{\rm{vert}}}} = 0.88_{ - 0.06}^{ + 0.06}$
DG vL 12 7.74 47.94 Σc = −4.406 Σc=−4.395−0.019+0.019${{\rm{\Sigma }}_c} = - 4.395_{ - 0.019}^{ + 0.019}$
DPL vDG 12 > 10 > 100 PA = 57.1° PA=56.8−0.19∘+0.29${\rm{PA}} = 56.8_{ - 0.19}^{ \circ + 0.29}$
DG vDG 14 0 9.04 dRA = 0.″093 dRA=0″.092−0.010+0.010${\rm{dRA}} = 0''.092_{ - 0.010}^{ + 0.010}$
dDec = 0.″016 dDec=0″.011−0.009+0.008${\rm{dDec}} = 0''.011_{ - 0.009}^{ + 0.008}$
i = 78.74° i=78.83−0.18∘+0.21$i = 78.83_{ - 0.18}^{ \circ + 0.21}$
F* = 146 × 10−6 Jy F⋆=145−1.0+0.8×10−6Jy${F_ \star } = 145_{ - 1.0}^{ + 0.8} \times {10^{ - 6}}{\rm{Jy}}$
αin = 1.31 αin=1.24−0.12+0.15${\alpha _{{\rm{in}}}} = 1.24_{ - 0.12}^{ + 0.15}$
DPL vG 10 0.56 0 αout = −3.43 αout=−3.20.9+0.7${\alpha _{{\rm{out}}}} = - 3.2_{0.9}^{ + 0.7}$
DG vG 12 0.27 25.92 Rc = 177 au Rc=180−12+9au${R_{\rm{c}}} = 180_{ - 12}^{ + 9}{\rm{au}}$
DPL vE 11 1.12 14.83 hHWHM = 0.059 hHWHM=0.053−0.008+0.007${h_{{\rm{HWHM}}}} = 0.053_{ - 0.008}^{ + 0.007}$
HD 14055 DG vE 13 0 38.72 Σc = −5.051 Σc=−0.068−0.018+0.017${\Sigma _c} = - 0.068_{ - 0.018}^{ + 0.017}$
DPL vL 10 1.62 3.38 PA = 161.44° PA=161.59°−0.16+0.29${\rm{PA}} = 161.59^\circ _{ - 0.16}^{ + 0.29}$
DG vL 12 1.46 29.32 dRA = −0.″066 dRA=−0″.062−0..011+0.009${\rm{dRA}} = - 0''.062_{ - 0..011}^{ + 0.009}$
DPL vDG 12 1.59 29.83 dDec = −0.″064 dDec=−0″.067−0..011+0.013${\rm{dDec}} = - 0''.067_{ - 0..011}^{ + 0.013}$
DG vDG 14 1.07 54.50 i = 80.0° i=80.0°−0.3+0.2$i = 80.0^\circ _{ - 0.3}^{ + 0.2}$
F* = 1.00 × 10−4 Jy F*=1.01−0.1+0.1×10−4Jy${F_*} = 1.01_{ - 0.1}^{ + 0.1} \times {10^{ - 4}}{\rm{Jy}}$
R1 = 97.83 au R1=97.88−0.07+0.05au${R_1} = 97.88_{ - 0.07}^{ + 0.05}{\rm{au}}$
R2 = 65.94 au R2=66.0−0.40+0.60au${R_2} = 66.0_{ - 0.40}^{ + 0.60}{\rm{au}}$
DPL vG 10 > 10 > 100 σ1 = 4.68 au σ1=4.59−0.19+0.18au${\sigma _1} = 4.59_{ - 0.19}^{ + 0.18}{\rm{au}}$
DG vG 12 6.94 52.55 σ2 = 1.88 au σ2=2.3−0.8+0.9au${\sigma _2} = 2.3_{ - 0.8}^{ + 0.9}{\rm{au}}$
DPL vE 11 > 10 > 100 C1 = 0.78 C1=0.81−0.07+0.04${C_1} = 0.81_{ - 0.07}^{ + 0.04}$
HD15115 hHWHM= 0.021 hHWHM=0.022−0.002+0.002${h_{{\rm{HWHM}}}} = 0.022_{ - 0.002}^{ + 0.002}$
Σc=− 3.427 Σc=−3.437−0.028+0.038${{\rm{\Sigma }}_c} = - 3.437_{ - 0.028}^{ + 0.038}$
DG vL 12 0 0 PA = 98.458° PA=98.463−0.014∘+0.013${\rm{PA}} = 98.463_{ - 0.014}^{ \circ + 0.013}$
DPL vDG 12 > 10 > 100 dRA = 0.″038 dRA=0″.036−0.003+0.002${\rm{dRA}} = 0''.036_{ - 0.003}^{ + 0.002}$
DG vDG 14 2.05 34.56 dDec = − 0.″014 dDec=−0″.014−0.001+0.001${\rm{dDec}} = - 0''.014_{ - 0.001}^{ + 0.001}$
i = 86.74° i=86.79−0.04∘+0.05$i = 86.79_{ - 0.04}^{ \circ + 0.05}$
F* = 3.3 × 10−5 Jy F⋆=2.5−0.6+0.6×10−5Jy${F_ \star } = 2.5_{ - 0.6}^{ + 0.6} \times {10^{ - 5}}{\rm{Jy}}$
αin = 71 αin=66−18+22${\alpha _{{\rm{in}}}} = 66_{ - 18}^{ + 22}$
DPL vG 10 3.02 11.96 αout = −6.4 αout=−6.3−0.11+0.13${\alpha _{{\rm{out}}}} = - 6.3_{ - 0.11}^{ + 0.13}$
DG vG 12 5.27 57.36 Rc = 105.2 au Rc=105.4−0.4+0.5au${R_{\rm{c}}} = 105.4_{ - 0.4}^{ + 0.5}{\rm{au}}$
DPL vE 11 2.24 20.24 hHWHM = 0.0098 hHWHM=0.0092−0.0012+0.0012${h_{{\rm{HWHM}}}} = 0.0092_{ - 0.0012}^{ + 0.0012}$
HD 32297 DG vE 13 5.09 68.34 Σc = −2.709 Σc=−2.718−0.016+0.012${{\rm{\Sigma }}_c} = - 2.718_{ - 0.016}^{ + 0.012}$
DPL vL 10 0 0 PA = 47.50° PA=47.50−0.04∘+0.02${\rm{PA}} = 47.50_{ - 0.04}^{ \circ + 0.02}$
DG vL 12 4.33 47.98 dRA = 0.″0201 dRA=0″.0202−0.0014+0.0015${\rm{dRA}} = 0''.0202_{ - 0.0014}^{ + 0.0015}$
DPL vDG 12 0.97 27.95 dDec = 0.″0152 dDec=0″.0151−0.0013+0.0013${\rm{dDec}} = 0''.0151_{ - 0.0013}^{ + 0.0013}$
i = 88.48° i=88.48−0.03∘+0.04$i = 88.48_{ - 0.03}^{ \circ + 0.04}$
F* = 1.1 × 10−5 Jy F⋆=2.3−1.2+1.2×10−5Jy${F_ \star } = 2.3_{ - 1.2}^{ + 1.2} \times {10^{ - 5}}{\rm{Jy}}$
αin = 1.82 αin=1.78−0.10+0.14${\alpha _{{\rm{in}}}} = 1.78_{ - 0.10}^{ + 0.14}$
αout = −5.4 αout=−5.2−0.5+0.6${\alpha _{{\rm{out}}}} = - 5.2_{ - 0.5}^{ + 0.6}$
Rc = 125 au Rc=125−3+2au${R_{\rm{c}}} = 125_{ - 3}^{ + 2}{\rm{au}}$
DPL vG 10 > 10 > 100 hHWHM = 0.112 hHWHM=0.112−0.001+0.002${h_{{\rm{HWHM}}}} = 0.112_{ - 0.001}^{ + 0.002}$
HD 39060 (Beta Pic) DPL vE 11 > 10 91.82 Σc = −4.020 Σc=−4.031−0.012+0.014${{\rm{\Sigma }}_c} = - 4.031_{ - 0.012}^{ + 0.014}$
DPL vL 10 1.55 0 PA = 29.76° PA=29.74−0.09∘+0.09${\rm{PA}} = 29.74_{ - 0.09}^{ \circ + 0.09}$
DPL vDG 12 0 22.85 dRA = −0.″021 dRA=−0″.017−0.009+0.010${\rm{dRA}} = - 0''.017_{ - 0.009}^{ + 0.010}$
dDec = −0.″007 dDec=−0″.001−0.015+0.015${\rm{dDec}} = - 0''.001_{ - 0.015}^{ + 0.015}$
i = 87.65° i=87.66−0.13∘+0.17$i = 87.66_{ - 0.13}^{ \circ + 0.17}$
F* = 7.5 × 10−5 Jy F⋆=7.5−1.2+1.3×10−5Jy${F_ \star } = 7.5_{ - 1.2}^{ + 1.3} \times {10^{ - 5}}{\rm{Jy}}$
R1 = 69.0 au R1=69.4−0.4+0.5au${R_1} = 69.4_{ - 0.4}^{ + 0.5}{\rm{au}}$
R2 = 97 au R2=95−2+2au${R_2} = 95_{ - 2}^{ + 2}{\rm{au}}$
σ1 = 7.8 au σ1=7.5−0.4+0.5au${\sigma _1} = 7.5_{ - 0.4}^{ + 0.5}{\rm{au}}$
DPL vG 10 6.81 25.66 σ2 = 29.4 au σ2=30.8−1.5+1.7au${\sigma _2} = 30.8_{ - 1.5}^{ + 1.7}{\rm{au}}$
DG vG 12 2.64 9.61 C1 = 0.839 C1=0.837−0.012+0.011${C_1} = 0.837_{ - 0.012}^{ + 0.011}$
HD 61005 TG vG 15 3.13 50.28 hHWHM = 0.0129 hHWHM=0.0143−0.0021+0.0020${h_{{\rm{HWHM}}}} = 0.0143_{ - 0.0021}^{ + 0.0020}$
DG vE 13 3.03 24.52 Σc = −3.351 Σc=−3.349−0.015+0.016${{\rm{\Sigma }}_c} = - 3.349_{ - 0.015}^{ + 0.016}$
DG vL 12 0 0 PA = 70.286° PA=70.279−0.020+0.015${\rm{PA}} = 70.279_{ - 0.020}^{ + 0.015}$
DG vDG 14 1.31 28.36 dRA = 0.″002 dRA=−0″.001−0.005+0.006${\rm{dRA}} = - 0''.001_{ - 0.005}^{ + 0.006}$
dDec = −0.″017 dDec=−0″.017−0.003+0.002${\rm{dDec}} = - 0''.017_{ - 0.003}^{ + 0.002}$
i = 86.23° i=86.24−0.04∘+0.03$i = 86.24_{ - 0.04}^{ \circ + 0.03}$
F* = 2.3 × 10−6 Jy F⋆=2.0−40+8.0×10−6Jy${F_ \star } = 2.0_{ - 40}^{ + 8.0} \times {10^{ - 6}}{\rm{Jy}}$
DPL vG 10 7.99 68.74
DG vG 12 8.08 93.10 σin = 47 au σin=45−8+8au${\sigma _{{\rm{in}}}} = 45_{ - 8}^{ + 8}{\rm{au}}$
Erf vG 10 7.92 67.28 σout = 113 au σout=114−15+23au${\sigma _{{\rm{out}}}} = 114_{ - 15}^{ + 23}{\rm{au}}$
AG vG 10 7.99 68.58 Rc = 182 au Rc=181−11+11au${R_{\rm{c}}} = 181_{ - 11}^{ + 11}{\rm{au}}$
TPL vG 15 > 10 > 100 hHWHM = 0.193 hHWHM=0.192−0.009+0.009${h_{{\rm{HWHM}}}} = 0.192_{ - 0.009}^{ + 0.009}$
Erf vE 11 3.81 29.44 Σc = −4.690 Σc=−4.692−0.024+0.019${{\rm{\Sigma }}_c} = - 4.692_{ - 0.024}^{ + 0.019}$
HD 76582 AG vE 11 3.50 27.01 PA = 103.2° PA=103.9−0.7∘+1.0${\rm{PA}} = 103.9_{ - 0.7}^{ \circ + 1.0}$
DPL vL 10 2.09 6.61 dRA = −0.″029 dRA=−0″.04−0.05+0.05${\rm{dRA}} = - 0''.04_{ - 0.05}^{ + 0.05}$
Erf vL 10 1.63 4.52 dDec = 0.″036 dDec=0″.04−0.02+0.03${\rm{dDec}} = 0''.04_{ - 0.02}^{ + 0.03}$
AG vL 10 0 0 i = 72.1° i=72.6−0.6∘+0.7$i = 72.6_{ - 0.6}^{ \circ + 0.7}$
DPL vDG 12 2.98 35.04 F* = 3.2 × 10−5 Jy F⋆=3.6−1.6+1.8×10−5Jy${F_ \star } = 3.6_{ - 1.6}^{ + 1.8} \times {10^{ - 5}}{\rm{Jy}}$
Erf vDG 12 2.94 34.75
AG vDG 12 2.81 33.92
R1 = 77.63 au R1=77.61−0.10+0.03au${R_1} = 77.61_{ - 0.10}^{ + 0.03}{\rm{au}}$
R2 = 84.46 au R2=83−1.7+1.9au${R_2} = 83_{ - 1.7}^{ + 1.9}{\rm{au}}$
DPL vG 10 5.29 7.99 σ1 = 3.2 au σ1=3.0−0.3+0.2au${\sigma _1} = 3.0_{ - 0.3}^{ + 0.2}{\rm{au}}$
DG vG 12 0 0 σ2 = 24 au σ2=21−4+3au${\sigma _2} = 21_{ - 4}^{ + 3}{\rm{au}}$
G vG 9 > 10 42.41 C1 = 0.977 C1=0.972−0.010+0.007${C_1} = 0.972_{ - 0.010}^{ + 0.007}$
HD 109573 AG vG 10 7.68 39.63 hHWHM = 0.0065 hHWHM=0.0082−0.0038+0.0033${h_{{\rm{HWHM}}}} = 0.0082_{ - 0.0038}^{ + 0.0033}$
DG vE 13 0.95 14.06 Σc = −2.810 Σc=−2.784−0.023+0.023${{\rm{\Sigma }}_c} = - 2.784_{ - 0.023}^{ + 0.023}$
DG vL 12 0.09 0.15 PA = 26.52° PA=26.52°−0.04+0.03${\rm{PA}} = 26.52^\circ _{ - 0.04}^{ + 0.03}$
DG vDG 14 1.54 28.03 dRA = 0.″0130 dRA=0″.0137−0.0008+0.0008${\rm{dRA}} = 0''.0137_{ - 0.0008}^{ + 0.0008}$
dDec = −0.″0400 dDec=−0″.0397−0.0011+0.0012${\rm{dDec}} = - 0''.0397_{ - 0.0011}^{ + 0.0012}$
i = 76.57° i=76.62−0.10∘+0.09$i = 76.62_{ - 0.10}^{ \circ + 0.09}$
F* = 2.3 × 10−5 Jy F⋆=3.6−1.5+1.6×10−5Jy${F_ \star } = 3.6_{ - 1.5}^{ + 1.6} \times {10^{ - 5}}{\rm{Jy}}$
R1 = 90.77 au R1=90.86−0.10+0.14au${R_1} = 90.86_{ - 0.10}^{ + 0.14}{\rm{au}},$
R2 = 96.8 au R2=95.9−0.50+0.70au${R_2} = 95.9_{ - 0.50}^{ + 0.70}{\rm{au}}$
DPL vG 10 > 10 > 100 σ1 = 1.03 au σ1=1.17−0.12+0.18au${\sigma _1} = 1.17_{ - 0.12}^{ + 0.18}{\rm{au}}$
DG vG 12 0.90 0 σ2 = 20.4 au σ2=19.8−1.3+1.6au${\sigma _2} = 19.8_{ - 1.3}^{ + 1.6}{\rm{au}}$
G vG 9 > 10 > 100 C1 = 0.968 C1=0.961−0.006+0.005${C_1} = 0.961_{ - 0.006}^{ + 0.005}$
HD 131488 DPL vE 11 > 10 > 100 hHWHM = 0.0048 hHWHM=0.0059−0.0010+0.0011${h_{{\rm{HWHM}}}} = 0.0059_{ - 0.0010}^{ + 0.0011}$
DG vE 13 0 11.63 Σc = −2.136 Σc=−2.131−0.063+0.035${{\rm{\Sigma }}_c} = - 2.131_{ - 0.063}^{ + 0.035}$
DPL vL 10 > 10 > 100 PA = 97.304° PA=97.298−0.023∘+0.013${\rm{PA}} = 97.298_{ - 0.023}^{ \circ + 0.013}$
DG vL 12 1.26 1.14 dRA = 0.″0017 dRA=0″.0011−0.0006+0.0007${\rm{dRA}} = 0''.0011_{ - 0.0006}^{ + 0.0007}$
dDec = −0.″007 dDec=−0″.007−0.0003+0.0002${\rm{dDec}} = - 0''.007_{ - 0.0003}^{ + 0.0002}$
i = 84.91° i=84.87−0.05∘+0.05$i = 84.87_{ - 0.05}^{ \circ + 0.05}$
F* = 4.3 × 10−5 Jy F⋆=3.8−0.8+0.9×10−5Jy${F_ \star } = 3.8_{ - 0.8}^{ + 0.9} \times {10^{ - 5}}{\rm{Jy}}$
R1 = 69.0 au R1=69.0−0.3+0.4au${R_1} = 69.0_{ - 0.3}^{ + 0.4}{\rm{au}}$
R2 = 107.7 au R2=109.1−1.9+2.2au${R_2} = 109.1_{ - 1.9}^{ + 2.2}{\rm{au}}$
σ1 = 4.7 au σ1=4.8−0.6+0.6au${\sigma _1} = 4.8_{ - 0.6}^{ + 0.6}{\rm{au}}$
DPL vG 10 > 10 > 100 σ2 = 42.7 au σ2=42.0−1.8+1.4au${\sigma _2} = 42.0_{ - 1.8}^{ + 1.4}{\rm{au}}$
DG vG 12 0.55 1.08 C1 = 0.877 C1=0.877−0.012+0.012${C_1} = 0.877_{ - 0.012}^{ + 0.012}$
HD 131835 TG vG 15 1.67 43.94 hHWHM = 0.017 hHWHM=0.022−0.006+0.007${h_{{\rm{HWHM}}}} = 0.022_{ - 0.006}^{ + 0.007}$
DG vE 13 1.26 16.22 Σc = −2.915 Σc=−2.912−0.043+0.047${{\rm{\Sigma }}_c} = - 2.912_{ - 0.043}^{ + 0.047}$
DG vL 12 0 0 PA = 58.90° PA=58.96−0.18∘+0.18${\rm{PA}} = 58.96_{ - 0.18}^{ \circ + 0.18}$
DG vDG 14 1.46 30.01 dRA = 0.″0007 dRA=0″.0018−0.0018+0.0018${\rm{dRA}} = 0''.0018_{ - 0.0018}^{ + 0.0018}$
dDec= −0.″0063 dDec=−0″.0056−0.0014+0.0014${\rm{dDec}} = - 0''.0056_{ - 0.0014}^{ + 0.0014}$
i = 74.5° i=74.6−0.2∘+0.2$i = 74.6_{ - 0.2}^{ \circ + 0.2}$
F* = 4.3 × 10−6 Jy F⋆=1.0−0.7+1.2×10−5Jy${F_ \star } = 1.0_{ - 0.7}^{ + 1.2} \times {10^{ - 5}}{\rm{Jy}}$
αin = 1.24 αin=1.21−0.15+0.19${\alpha _{{\rm{in}}}} = 1.21_{ - 0.15}^{ + 0.19}$
αout = −5.3 αout=−5.3−2.5+1.8${\alpha _{{\rm{out}}}} = - 5.3_{ - 2.5}^{ + 1.8}$
DPL vG 10 3.48 12.04 Rc = 160 au Rc=160−13+11au${R_{\rm{c}}} = 160_{ - 13}^{ + 11}{\rm{au}}$
DG vG 12 3.29 34.57 hHWHM = 0.192 hHWHM=0.192−0.016+0.012${h_{{\rm{HWHM}}}} = 0.192_{ - 0.016}^{ + 0.012}$
HD 161868 DPL vE 11 1.94 14.71 Σc = −4.896 Σc=−4.902−0.029+0.025${{\rm{\Sigma }}_c} = - 4.902_{ - 0.029}^{ + 0.025}$
DPL vL 10 1.26 0 PA = 57.8° PA=57.3−1.2∘+1.0${\rm{PA}} = 57.3_{ - 1.2}^{ \circ + 1.0}$
DPL vDG 12 0 20.79 dRA = −0.″004 dRA=−0″.01−0.02+0.03${\rm{dRA}} = - 0''.01_{ - 0.02}^{ + 0.03}$
dDec = −0.″08 dDec=−0″.08−0.02+0.02${\rm{dDec}} = - 0''.08_{ - 0.02}^{ + 0.02}$
i = 66.7° i=66.7−0.9∘+0.9$i = 66.7_{ - 0.9}^{ \circ + 0.9}$
F* = 1.7 × 10−4 Jy F⋆=1.6−0.2+0.2×10−4Jy${F_ \star } = 1.6_{ - 0.2}^{ + 0.2} \times {10^{ - 4}}{\rm{Jy}}$
αin = 4.5 αin=4.5−0.2+0.3${\alpha _{{\rm{in}}}} = 4.5_{ - 0.2}^{ + 0.3}$
αout = −12.2 αout=−12.2−1.9+1.6${\alpha _{{\rm{out}}}} = - 12.2_{ - 1.9}^{ + 1.6}$
DPL vG 12 6.21 34.01 Rc = 37.4 au Rc=37.2−0.7+0.6au${R_{\rm{c}}} = 37.2_{ - 0.7}^{ + 0.6}{\rm{au}}$
DG vG 14 3.35 26.87 hHWHM = 0.0026 hHWHM=0.0028−0.0002+0.0009${h_{{\rm{HWHM}}}} = 0.0028_{ - 0.0002}^{ + 0.0009}$
DPL vE 13 3.13 14.65 Σc = −3.756 Σc=−3.711−0.052+0.045${{\rm{\Sigma }}_c} = - 3.711_{ - 0.052}^{ + 0.045}$
HD 197481 DG vE 15 0 23.33 PA = 128.73° PA=128.73−0.02∘+0.02${\rm{PA}} = 128.73_{ - 0.02}^{ \circ + 0.02}$
DPL vL 12 2.49 0 dRA = −0.″019 dRA=−0″.021−0.007+0.007${\rm{dRA}} = - 0''.021_{ - 0.007}^{ + 0.007}$
DG vL 14 2.95 24.17 dDec = −0.″012 dDec=−0″.009−0.005+0.006${\rm{dDec}} = - 0''.009_{ - 0.005}^{ + 0.006}$
DPL vDG 14 1.20 15.57 i = 88.16° i=88.13−0.09∘+0.08$i = 88.13_{ - 0.09}^{ \circ + 0.08}$
DG vDG 16 1.09 36.58 F1 = 3.5 × 10−4 Jy F⋆1=3.5−0.2+0.2×10−4Jy${F_{ \star 1}} = 3.5_{ - 0.2}^{ + 0.2} \times {10^{ - 4}}{\rm{Jy}}$
F*2 = 1.5 × 10−4 Jy F⋆2=1.5−0.2+0.3×10−4Jy${F_{ \star 2}} = 1.5_{ - 0.2}^{ + 0.3} \times {10^{ - 4}}{\rm{Jy}}$
F*3 = 2.0 × 10−4 Jy F⋆3=2.0−0.2+0.2×10−4Jy${F_{ \star 3}} = 2.0_{ - 0.2}^{ + 0.2} \times {10^{ - 4}}{\rm{Jy}}$

Notes. We use the AIC and BIC to identify a fiducial model for each source, shown in bold. We show the ∆AIC value in terms of a confidence level from the best-fit AIC model (the model with ∆AIC= 0), and we show the ∆BIC as a difference from the best-fit BIC model (the model with ∆BIC= 0). The rightmost columns show the best-fit and 50th percentile values for the fiducial models, with errors showing the 16th and 84th percentiles. The surface density normalization factor Σc is parametrized as an exponent; the units of 10Σc are g cm−2.

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.