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Table 2:

XMM-Newton and Chandra spectral fitting results (errors are at 90% confidence).

Year
Satellite Source mekal mekal mekal mekal Gauss Gauss Gauss Gauss $\chi^2$ $\chi^2$ GOES-10
of (observation net kTa normb fluxc 0.2-2.0 keV energy norme fluxf emitted /dofg /dofg 1-8 Å
obs. number) counts       emitted (keV)     powerd (MW)   no line fluxi
            powerd (MW)              

2002
XMM-Newton (1) 112 0.28 $^{\rm +0.06}_{\rm -0.04}$ 4.3 $^{\rm +1.2}_{\rm -1.1}$ 1.04 $^{\rm +0.36}_{\rm -0.28}$ 230 $^{\rm +80}_{\rm -62}$ 0.48 $^{\rm +0.04}_{\rm -0.05}$ 2.6 $^{\rm +1.7}_{\rm -1.8}$ 0.20 $^{\rm +0.13}_{\rm -0.14}$ 44 $^{\rm +29}_{\rm -30}$ 0.9/5 7.0/7 1.13

2003
Chandra (1) 137 $0.65\pm{0.19}$ 1.3$\pm$0.4 0.37 $^{\rm +0.10}_{\rm -0.12}$ 94 $^{\rm +25}_{\rm -30}$ 0.55 $^{\rm +0.02}_{\rm -0.01}$ $5.9\pm{1.5}$ $0.53\pm{0.13}$ $135\pm{34}$ 8.6/9 32.6/11 2.12

2004
Chandra (2) 112 0.59 $^{\rm +0.15}_{\rm -0.28}$ 3.1 $^{\rm +0.7}_{\rm -0.8}$ 0.90 $^{\rm +0.10}_{\rm -0.35}$ 167 $^{\rm +19}_{\rm -65}$ 0.57$\pm$0.03 4.9 $^{\rm +2.3}_{\rm -2.1}$ 0.44 $^{\rm +0.21}_{\rm -0.19}$ 82 $^{\rm +38}_{\rm -35}$ 12.2/10 16.7/12 3.23

2004
Chandra (3) 42 0.61 $^{\rm +0.84}_{\rm -0.36}$ 0.7 $^{\rm +0.8}_{\rm -0.4}$ 0.19 $^{\rm +0.15}_{\rm -0.12}$ 36 $^{\rm +28}_{\rm -23}$ 0.56 $^{\rm +0.05}_{\rm -0.03}$ 4.3 $^{\rm +1.8}_{\rm -2.4}$ 0.39 $^{\rm +0.16}_{\rm -0.22}$ 74 $^{\rm +31}_{\rm -41}$ 0.22/1 5.2/3 0.16

2005
XMM-Newton (2) 146 0.33 $^{\rm +0.12}_{\rm -0.08}$ $1.1\pm{0.4}$ 0.27 $^{\rm +0.15}_{\rm -0.10}$ 65 $^{\rm +36}_{\rm -24}$ $0.52\pm{0.02}$ $1.7\pm{0.7}$ $0.15\pm{0.06}$ $36\pm{15}$ 17.4/16 33.3/18 0.22
2005 XMM-Newton (3) <44h 0.33 <0.3h <0.08h <19h 0.52 <0.51h <0.05h <12h     0.004

Notes. (a) mekal temperature in keV. (b) mekal normalisation at 1 keV in units of 10$^{\rm -6}$ ph cm$^{\rm -2}$ s$^{\rm -1}$ keV$^{\rm -1}$. (c) Total 0.2-2.0 keV energy flux in the mekal component in units of 10 $^{\rm -14}$ erg cm$^{\rm -2}$ s$^{\rm -1}$; the errors on the fluxes were obtained by varying the mekal temperatures and normalisations between their 90% confidence limits. (d) Powers and errors calculated by multiplying the values in the previous column by 4$\pi$d2, where d is the geocentric distance of Saturn at the given epoch. (e) Gaussian line normalisation in units of 10$^{\rm -6}$ ph cm$^{\rm -2}$ s$^{\rm -1}$. (f) Total energy flux in the line in units of 10 $^{\rm -14}$ erg cm$^{\rm -2}$ s$^{\rm -1}$. (g) $\chi^2$ value and degrees of freedom. (h) 3$\sigma$ upper limit. (i) Solar X-ray flux (1.5-12.4 keV) in units of 10$^{\rm -6}$ Watt m$^{\rm -2}$, corrected for solar rotation (see text).


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