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Table 4.

Model fitting results.

Downturn Δtpeak Tail Δtpeak
(Myr) Goodness (Myr) Goodness
With diffuse ISM Component

Variable Lyscale Parameter

2bnew_63 −10 15 120 5dnew_58 −120 17 351
3dnew_51 −190 15 109 4new_47 −140 17 268
2dnew_61 −90 15 082 5cnew_57 −100 17 261
2dnew_62 −80 15 071 5cnew_58 −90 17 254
4anew_60 +20 15 066 4cnew_57 −100 17 221
1bnew_48 −160 15 053 4cnew_56 −110 17 214
2new_76 +150 15 049 5cnew_66 −10 17 196
1cnew_47 −200 15 048 5bnew_63 −10 17 196
2anew_64 +60 15 047 1cnew_46 −210 17 175
2bnew_62 −20 15 045 5bnew_69 +50 17 174
1dnew_55 −130 15 043 1bnew_47 −170 17 159
2anew_42 −160 15 039 4dnew_58 −120 17 132

Constant Lyscale Parameter

4anew_60 +20 15 039 5cnew_58 −90 17 135
2dnew_62 −80 15 036 4dnew_58 −120 17 113
1bnew_48 −160 14 917 4cnew_56 −110 17 029
1dnew_55 −150 14 875 5cnew_65 −20 17 023
1dnew_41 −290 14 857 4new_61 0 17 022
1cnew_54 −130 14 854 5cnew_57 −100 17 001
2cnew_75 +80 14 814 4anew_47 −110 16 968
2anew_47 −110 14 812 5dnew_76 +60 16 950
2cnew_78 +110 14 768 1dnew_47 −230 16 903
2cnew_76 +90 14 746 5new_62 +10 16 900
2cnew_66 −10 14 727 5bnew_63 −10 16 823
2dnew_61 −90 14 720 4dnew_57 −130 16 820

Without diffuse ISM Component

Variable Lyscale Parameter

3d_44 −260 15 074 2_58 −30 17 461
2b_80 +160 15 030 4d_70 0 17 408
3d_41 −290 15 012 2_57 −40 17 398
1c_42 −250 15 006 1a_48 −100 17 390
1_43 −180 14 983 2a_58 0 17 362
1b_42 −220 14 973 3b_48 −160 17 357
3_41 −200 14 962 2d_66 −40 17 356
2a_66 +80 14 961 4_54 −70 17 355
4c_68 +10 14 960 2_56 −50 17 355
2a_65 +70 14 958 2c_74 +70 17 333
3d_42 −280 14 954 2b_57 −70 17 324
3d_43 −270 14 950 3_47 −140 17 324

Constant Lyscale Parameter

2b_80 +160 15 008 2a_58 0 17 360
3d_44 −260 14 860 2d_66 −40 17 339
2a_63 +50 14 733 2d_70 0 17 294
2a_66 +80 14 717 3_47 −140 17 285
2a_65 +70 14 599 1d_58 −120 17 230
1d_41 −290 14 565 2c_72 +50 17 190
3c_46 −210 14 484 3d_58 −120 17 185
2c_67 0 14 448 2d_77 +70 17 174
2c_80 +130 14 275 4d_70 0 17 157
1c_41 −260 14 245 4_66 +50 17 118
2b_79 +150 14 244 2_58 −30 17 111
2c_68 +10 14 211 3d_48 −220 17 094

Notes. The time to peak ram pressure is Δtpeak = ((N − 1) × 10)−tpeak Myr, where N is the number of the timestep (last number of the model names). Models Na: without diffuse ISM component. Models Nnewa: with diffuse ISM component. The different regions (downturn, tail) are defined in Fig. 3.

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