COMMON ENVELOPE SIMULATIONS
Evolved binary runs planned/ongoing
Actively running now = bold
Run | Run ID | Progress | Remaining cost | Potential impact | Energy conservation |
---|---|---|---|---|---|
EOS+CE (RGB) | 248,252,253 | runs but hangs | medium | high | |
RLOF+CE (RGB) | 195 | ran up to 47 d | medium | medium | not yet checked |
RLOF+CE (AGB) | 264,265,266 | runs but hangs | high | medium | |
CE equal mass particles (AGB) | 263 | ran up to 170 d | low | medium | not yet checked |
CE low mass companion (AGB) | 259 | ran up to 250 d | none | high | 4% increase |
CE (AGB), 4x higher resolution | 267 | ran up to 0.7 d | high | high | not yet checked |
Wind+accretion with low mass companion | N/A | not started | low? | medium | Z.Chen+2017 setup |
Runs
- Continued running Run 263 (equal particle mass AGB run). Now up to 170 days.
- Next step is to plot separation and energy conservation, before resuming run
- Goal is to explain the drag force at late times. Steps are
- test the Escala+2004 model using this run (263), and then
- try to generalize it to the unequal particle mass case, and compare with published AGB run (183)
- Started Run 267. Like published run (183) but max resolution is 4x higher.
- It ran up to 0.7 days (3.0 frames) in 48 hours on 64 skx nodes; each chombo is 212 GB
- Next step is to plot a(t), density slices, and energy conservation.
- How does energy conservation compare to Run 183? If much better, then perhaps worth continuing.
- Goal would be to run for 3 times as long as Run 183 (also serves as a convergence study).
Analytical model for WD 1856+534 system
- First key new idea is that planet 1 was actually a brown dwarf (maybe 50 M_J, i.e. about 0.05 Msun).
- Not massive enough to eject the envelope during inspiral
- But massive enough to expand the star, which engulfs planet 2 (this could happen at this stage or possibly later on)
- BD tidally disrupts and forms disk, which accretes and also spreads radially.
- Planet 2 inspirals and encounters disk.
- Accretion of disk material gradually releases potential energy, eventually resulting in envelope ejection.
- Second new idea is that planet 2 enters the disk left over from the tidal disruption of planet 1 and migrates, coming to rest near its present position. In this version of the model, there would be no need for planet 2 to eject any of the envelope (its ejection of <~1 % had always seemed like fine-tuning to me)
- Is the disk spreading fast enough to spread out to the current separation of planet 2 (4 au) from disruption separation of planet 1 (~0.4 au)?
- What governs the migration?
- Is it type II migration (gap formation)?
- Is the disk dense enough to pull the planet with it as it spreads viscously?
- Does the planet still experience drag with the envelope while it is embedded within the disk?
- Is the drag from dynamical friction or is it hydrodynamic, or are both important?
- Assuming inward migration owing to drag balances outward migration owing to disc spreading, at what orbital separation does the planet come to rest?
- Does it agree with the observed separation?
- Or can we used the observed separation to constrain its mass?
Planetary winds
- Chatted with Eric about his analytic model
- Had the idea that turbulence in the wake behind planet might produce random motions with velocity ~v_orb~150 km/s
- However, ambient stellar wind material is ionized so turbulence needs to be in neutral planet wind gas
- Turbulence would be driven by K-H instability.
- Using equation 2 of Hillier et al. 2020, I estimate that mixing leads to rms turbulent velocities of ~30 km/s, assuming a density contrast of 100 between planetary wind material and ambient stellar wind material. So unlikely to work.
- One difficulty with the magnetic field model is that the radial field is too small near the orbital plane if one assumes a dipole geometry.
- However, it seems like beyond about 2 solar radii, the sun's field is almost radial (and curves into a Parker spiral further out) - see Fig. 1 of Owens+Forsyth 2013.
- According to that last paper, the transition to radial occurs at the source surface, at a few solar radii. The planet is at 0.047 au ~= 10 Rsun, so a radial field is probably a reasonable (though somewhat optimistic) assumption.
- See also this paper Eric sent which could be used to estimate the field strength in the stellar wind at the planet: Wang+Sheeley 2002.
Upcoming meetings
- CE meeting Tues July 20 to discuss runs
- WD planet meeting Tues July 27
Job interview
- July 28 (requires quite a bit of prep)
Vacation
- July 30- back on Aug 9
Comments
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