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Table 3

Complete set of dSph simulations including their proper parameters.

Resolution m ϵ grav IMF t ad,SNII t ad,SNIa Smooth metal. Diff. coeff. d R ej w ij
r [ M ] [ kpc ] sampling [ Myr ] [ Myr ] [ kpc ]

Fiducial models

9 128 0.030 RIMFS 5 5 yes 0 SPH SPH
6 1024 0.060 RIMFS 5 5 yes 0 SPH SPH
5 2048 0.076 RIMFS 5 5 yes 0 SPH SPH
4 4096 0.096 RIMFS 5 5 yes 0 SPH SPH
3 8192 0.120 RIMFS 5 5 yes 0 SPH SPH
0 65 536 0.241 RIMFS 5 5 yes 0 SPH SPH

IMF sampling schemes

9 128 0.030 OIMFS
6 1024 0.060 OIMFS
5 2048 0.076 OIMFS
4 4096 0.096 OIMFS
3 8192 0.120 OIMFS
0 65 536 0.241 OIMFS

9 128 0.030 CIMFS
6 1024 0.060 CIMFS
5 2048 0.076 CIMFS
4 4096 0.096 CIMFS
3 8192 0.120 CIMFS
0 65 536 0.241 CIMFS

9 128 0.030 CIMFS 0
6 1024 0.060 CIMFS 0
5 2048 0.076 CIMFS 0
4 4096 0.096 CIMFS 0
3 8192 0.120 CIMFS 0
0 65 536 0.241 CIMFS 0

Elements spreading schemes

6 1024 0.060 no 0.125
6 1024 0.060 no R E
6 1024 0.060 no Γij

Mixing schemes

6 1024 0.060 no
5 2048 0.076 no
4 4096 0.096 no

6 1024 0.060 no 0.003
5 2048 0.076 no 0.003
4 4096 0.096 no 0.003

6 1024 0.060 no 0.001
5 2048 0.076 no 0.001
4 4096 0.096 no 0.001

6 1024 0.060 no 0.0003
5 2048 0.076 no 0.0003
4 4096 0.096 no 0.0003

6 1024 0.060 no 0.0001
5 2048 0.076 no 0.0001
4 4096 0.096 no 0.0001

Notes. Each simulation has been run for both for Fornax and Sextans model. When the value of a parameter is not given the value of the fiducial model is used.

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