Table 7: H2O fluxes as predicted by the selected shock models.
Wavelengtha Term $E_{\rm up}$ C J C+J $\tau$b
($\mu $m)   (cm-1) (erg cm-2 s-1)  
75.4 o- 321-212 212.16 1.1 $\times $ 10-13 1.1 $\times $ 10-13 7.2 $\times $ 10-14 $\sim$10
78.7* o- 423-312 300.36 5.1 $\times $ 10-14 3.2 $\times $ 10-14 1.6 $\times $ 10-14 $\ll$1
82.0* o- 616-505 447.25 5.4 $\times $ 10-14 2.9 $\times $ 10-14 1.3 $\times $ 10-14 $\ll$1
99.5* o- 505-414 325.35 1.2 $\times $ 10-13 7.5 $\times $ 10-14 4.2 $\times $ 10-14 $\ll$1
125.3* p- 404-313 222.05 6.1 $\times $ 10-14 4.2 $\times $ 10-14 2.4 $\times $ 10-14 $\sim$1
138.5 p- 313-202 142.29 1.3 $\times $ 10-13 1.0 $\times $ 10-13 8.1 $\times $ 10-14 $\sim$10
174.6 o- 303-212 176.76 3.2 $\times $ 10-13 2.4 $\times $ 10-13 1.5 $\times $ 10-13 $\sim$10
179.5 o- 212-101 79.50 6.9 $\times $ 10-13 6.9 $\times $ 10-13 6.9 $\times $ 10-13 $\sim$10
257.8* o- 321-312 212.16 1.9 $\times $ 10-14 2.5 $\times $ 10-15 1.5 $\times $ 10-15 $\ll$1
269.3 p- 101-000 37.14 2.4 $\times $ 10-13 3.0 $\times $ 10-13 2.9 $\times $ 10-13 $\sim$5 $\times $ 102
398.6 p- 211-202 95.17 2.6 $\times $ 10-14 1.1 $\times $ 10-14 1.4 $\times $ 10-14 $\sim$1 $\times $ 102
538.3* o- 110-101 42.37 5.6 $\times $ 10-14 9.6 $\times $ 10-14 2.0 $\times $ 10-13 $\sim$3 $\times $ 102
Notes: a lines whose flux changes by more than a factor of two, depending from the shock type, are marked with an asterisk; b maximum value of the optical depth along the profile of the (C+J) shock.

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