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Table 1

Stellar and disc parameters for HD 131488 and HD 110058.

Parameter HD 131488 References HD 110058 References
Spectral Type A1 V [1] A0 V [2]
RA (J2000) 14 55 08.03 [1] 12 39 46.14 [2]
Dec (J2000) −41 07 13.3 [1] −49 11 55.84 [2]
K-band Magnitude 7.803 [3] 7.583 [3]
Radial Velocity (km s−1) 5.970.05+0.05Mathematical equation: $5.97^{+0.05}_{-0.05}$ [8] 12.530.01+0.01Mathematical equation: $12.53^{+0.01}_{-0.01}$ [8]
Distance (pc) 1520.2+3.2Mathematical equation: $152^{+3.2}_{-0.2}$ [4] 1300.2+2Mathematical equation: $130^{+2}_{-0.2}$ [4]
Association Upper Centaurus Lupus [1] Lower Centaurus Crux [2]
Age −16 Myr [1] −17 Myr [2]
Log(g) 3.800.16+0.38Mathematical equation: $3.80^{+0.38}_{-0.16}$ [4] 3.540.01+0.41Mathematical equation: $3.54^{+0.41}_{-0.01}$ [4]
Stellar radius (R) 1.600.02+0.03Mathematical equation: $1.60^{+0.03}_{-0.02}$ [4] 1.550.04+0.02Mathematical equation: $1.55^{+0.02}_{-0.04}$ [4]
Stellar mass (M) 1.8 [5] 1.84 [2]
Disc inclination (°) 823+3Mathematical equation: $82^{+3}_{-3}$ [6] 85.57.2+2.5Mathematical equation: $85.5^{+2.5}_{-7.2}$ [2]
Rin (au) 3511+11Mathematical equation: $35^{+11}_{-11}$ [7] 7.47.3+2.2Mathematical equation: $7.4^{+2.2}_{-7.3}$ [2]
Rout (au) 14011+11Mathematical equation: $140^{+11}_{-11}$ [7] 80 ± 12 [2]
log(NCO (cm−2)) 18.10.1+0.2Mathematical equation: $18.1^{+0.2}_{-0.1}$ [4] 19.70.1+0.1Mathematical equation: $19.7^{+0.1}_{-0.1}$ [4]
Tgas (K) 14155+103Mathematical equation: $141^{+103}_{-55}$ [8] 133.018+19Mathematical equation: $133.0^{+19}_{-18}$ [8]

Notes. [1] Melis et al. (2013); [2] Hales et al. (2022); [3] Cutri et al. (2003); [4] Brennan et al. (2024); [5] Matrà et al. (2018a); [6] Moór et al. (2017); [7] Smirnov-Pinchukov et al. (2022); [8] This work. Tgas is the kinetic temperature from the 12CO observations summarised in Appendix C. It equals the kinetic temperature only if the system is in LTE and the H2 is co-located with the CO. The radii Rin and Rout correspond to the CO disc, while the disc inclination is derived from the dust disc. The radial velocity is given in the barycentric frame.

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