DATE: 12 Dec 2002
FROM: Gijs Nelemans (nelemans@ast.cam.ac.uk)
SUBJECT: POPCORN code comparison
Hi All,
I hope you all made it home (roughly in time). As promised I list here a
number of key ingredients of our codes that we would describe briefly. I also
add some suggestions for a few figures that could give a lot of insight.
Furthermore, I list at the end the things that can be changed very easily in
our code, which should lead us to agree on a set of assumptions that we use
for the comparison.
Please let me know which key ingredients I still miss and what you think about
making the figures.
As a last point I wanted to come back to Jarrods position. Although he was not
present at our discussion I think he is more involved than the other groups,
so I would suggest to get him involved, but let me know if you think this
would complicate matters.
I am looking forward to a (hopefully) fruitful comparison!
Cheers,
Gijs
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Key ingredients to give a (very) short description of:
1/ Method to determine mass transfer type (i.e. zeta's. mass ratio's etc.)
Possible figures: regions of nuclear/thermal/dynamical mass transfer in
primary mass - (log) separation space for q = 1, 0.5, 2
2/ Method to determine the amount of mass loss from the system during the
different types of mass transfer (i.e. constant fraction, depending on thermal
time scale accretor etc).
3/ Stellar wind mass loss for (super) giants and Wolf-Rayet stars
Possible figure: initial mass - final (pre SN) mass plot for single stars and
binaries (case B)
4/ Compact objects formation: initial mass - compact object mass relation,
kicks, mass loss in black hole formation/fall back
Possible figure: initial mass - compact object mass plot
5/ Magnetic braking and tidal evolution
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Easily adjustable ingredients in SeBa (Simon, please correct/complement):
Trivial (i.e. change of parameter)
- common envelope efficiency
- fraction of common envelope accreted by companion
- common envelope formalism (energy balance vs angular momentum balance)
- angular momentum of matter lost in non-conservative (dynamically stable) mass transfer
- neutron star kick velocity: Maxwellian, Paczynski type, delta function, no kick
- black hole kick: no kick or scaled with mass
- magnetic braking scaling
- Darwin-Riemann (tidal) instability constant: J_star > const * J_orbit
- circularization constant (i.e. circularization starts if a * (1 - e) < const * R_biggest_star)
Easy (i.e. change code a little)
- change of zeta's
- Wolf-Rayet and helium star stellar wind
- (super) giant stellar wind
- fraction of mass accreted in non conservative mass transfer
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