13 | | || Run || v,,wind,, (km/s) || [[latex($\chi$)]] || final time (yr) || T,,bow,, (K)|| T,,trans,, (K)|| L,,bow,, (R,,c,,) || L,,trans,, (R,,c,,) || |
14 | | || A || 50 || 10 || 568.9 yr || 5.64e+04 || 5.64e+03 || 2.73e-01 || 7.86e+00 || |
15 | | || B || 100 || 10 || 248.4 yr || || || || || |
16 | | || C || 200 || 10 || 142.2 yr || 9.02e+05 || || || || |
17 | | || D || 400 || 10 || 71.1 yr || 3.61e+06 || 3.61e+05 || 1.88e+03 || 2.11e-01 || |
18 | | || E || 800 || 10 || 35.6 yr || 1.44e+07 || 1.44e+06 || 1.40e+04 || 2.30e+01 || |
19 | | || F || 200 || 100 || 142.2 yr || 9.02e+05 || 9.02e+04 || 3.93e+01 || 1.41e+00 || |
20 | | || G || 200 || 10 || 142.2 yr || 9.02e+05 || |
| 13 | || Run || v,,wind,, (km/s) || [[latex($\chi$)]] || t,,cc,, (yr) || final time (yr) || T,,bow,, (K)|| T,,trans,, (K)|| L,,bow,, (R,,c,,) || L,,trans,, (R,,c,,) || |
| 14 | || A || 50 || 10 || 3.00 yr || 568.9 yr || 5.64e+04 || 5.64e+03 || 2.73e-01 || 7.86e+00 || |
| 15 | || B || 100 || 10 || 1.50 yr || 248.4 yr || 2.26e+04 || 2.26e+03 || 8.10e-01 || 1.16e-01 || |
| 16 | || C || 200 || 10 || .750 yr || 142.2 yr || 9.02e+05 || 9.02e+04 || 3.93e+01 || 3.34e-02 || |
| 17 | || D || 400 || 10 || .375 yr || 71.1 yr || 3.61e+06 || 3.61e+05 || 1.88e+03 || 2.11e-01 || |
| 18 | || E || 800 || 10 || .1875 yr || 35.5 yr || 1.44e+07 || 1.44e+06 || 1.40e+04 || 2.30e+01 || |
| 19 | || F || 200 || 100 || .750 yr || 142.2 yr || 9.02e+05 || 9.02e+04 || 3.93e+01 || 1.41e+00 || |
| 20 | || G || 200 || 10 || .750 yr || 142.2 yr || 9.02e+05 || 9.02e+04 || inf || inf || |
| 21 | |
58 | | A naive calculation of L,,shock,, using the instantaneous cooling rate at T,,shock,, would implies that run A is bow only, run D is trans only, run E is neither, and that run F is marginally trans only. However it does appear that run F has both a cooling bow shock and transmitted shock. To understand the discrepancy we should consider the following figure where we have plotted the cooling lengths in units of clump radius as a function of wind velocity for the bow shock as well as for the transmitted shocks with [[latex($\chi$)]] = 10 & 100 |
| 61 | [[Image(DMZonePlot250100.png, width=800)]] |
| 62 | |
| 63 | A naive calculation of L,,shock,, using the instantaneous cooling rate at T,,shock,, would implies that run A is bow only, run B is both, runs C & D are trans only, run E is neither, and that run F is marginally transonly only. However it does appear that run F has both a cooling bow shock and transmitted shock. To understand the discrepancy we should consider the following figure where we have plotted the cooling lengths in units of clump radius as a function of wind velocity for the bow shock as well as for the transmitted shocks with [[latex($\chi$)]] = 10 & 100 |