2005
DOI: 10.1016/j.pss.2005.08.001
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Energy deposition of pickup ions and heating of Titan's atmosphere

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Cited by 53 publications
(39 citation statements)
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“…From the scaled cross sections shown in Fig. 1 heating [14]. As mentioned above, the experimental determination of the Kinetic Energy Release (KER) in the fragmentation process is needed to model the dynamics of the atmosphere heating due to the post-collisional energy transfer of the fragments to the atmosphere.…”
Section: Single Electron Loss Of Variousmentioning
confidence: 99%
“…From the scaled cross sections shown in Fig. 1 heating [14]. As mentioned above, the experimental determination of the Kinetic Energy Release (KER) in the fragmentation process is needed to model the dynamics of the atmosphere heating due to the post-collisional energy transfer of the fragments to the atmosphere.…”
Section: Single Electron Loss Of Variousmentioning
confidence: 99%
“…Direct simulation Monte Carlo (DSMC) models have been used to calculate the plasma-induced heating and loss at Titan (Shematovich et al 2003;Michael & Johnson 2005;Michael et al 2005a), referred to as atmospheric sputtering. Such simulations were also used to calibrate useful analytic models of atmospheric sputtering (Johnson 1994;Johnson et al 2000).…”
Section: Introductionmentioning
confidence: 99%
“…Due to the lack of an own significant intrinsic magnetic field (Backes et al 2005), Lammer et al (1998) found that atmospheric sputtering by magnetospheric ions (protons and N + ions) becomes important during this time, heating the thermosphere by an amount of about 30 K. Under such conditions, they concluded that Titan's exospheric temperature may then reach or even exceed the critical temperature, at which diffusion-limited hydrodynamic escape of hydrogen atoms becomes important. However, Michael and Johnson (2005) also investigated 7 the energy deposition of pickup ions and found, contrary to Lammer et al (1998), a much lower increase in the exospheric temperature of only about 4 to 7 K caused by energy deposition of N + . With an escape parameter of Λ H = 1.77 one obtains a Jeans escape flux of…”
mentioning
confidence: 99%