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Table 2

Envelope parameters.

Source Rinner (cm) Tinner (K) τ UV LUV (erg s−1 XISRF LX (erg s−1) L (L) α ( (M yr−1 β Vexp (km s−1) r1/2 (cm)
T Dra(a) 1.5×1014 1200 7.2 1.8×1034 2.1×108 4.1e×1031 9000 2.65 4.1×10−6 1.00 14.0 2×1017
T Dra(b) 1.5×1014 1200 7.2 1.8×1034 2.1×108 4.1e×1031 9000 2.65 2.3×10−6 0.75 14.0 2×1017
EY Hya 7.0×1013 1350 1.0 3.3×1031 3.9×105 1.1×1031 6400 2.35 2.8×10−7 0.35 10.0 3×1016
VY Uma 6.0×1013 1450 0.5 1.6×1031 1.9×105 5300 2.40 1.0×10−7 0.80 5.5 3×1016
V Eri 8.0×1013 1250 1.0 1.4×1031 1.7×105 5800 2.35 2.8×10−7 0.30 10.0 3×1016

Notes. Column (1): source, Col. (2-4): inner radius, temperature at inner radius and opacity estimated at UV wavelengths (200 nm) from SED modelling (Alonso-Hernández, in prep.), Col. (5): UV luminosity from the time-average GALEX NUV and FUV fluxes corrected from extinction with τUV, Col. (6): ISRF scaling factor at r = 5 × 1013 cm, as an indicative value for AGB stellar radii, according to the UV luminosity (see Sect. 6.1), Col. (7): X-ray luminosity from the X-ray fluxes (only for X-AGBs), Col. (8): stellar luminosity from Alonso-Hernández et al. (2024), Col. (9): α parameter as defined by Groenewegen (2017), Col. (10-13): mass-loss rate, temperature power-law index, expansion velocity and photodissociation radius from best-fit CO radiative transfer model. As discussed in Sect. 5, there are two CO radiative transfer models for T Dra: (a) assuming a standard CO radial abundance and (b) assuming a centrally depleted CO abundance in the innermost regions ofT Dra, likely caused by CO photodissociation driven by X-ray radiation (see Sect. 5).

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