Mass-Sigma-Temperature data

The first column is M15 (i.e. M_{200-crit} in units of 10^{15}Msun/h), the second column is the velocity dispersion of the particles within r_{200} in km/s, the third column is the inferred sigma15 (also km/s) through

(M/10^{15}Msun/h) = (sigma/sigma15)^3

If the run contains gas then the fourth and fifth columns are the mass weighted temperature within r_{200} in keV and kT15 defined through

(M/10^{15}Msun/h) = (kT/kT15)^(3/2)

These runs have no energy injection, and are done with the entropy conserving SPH scheme that Volker Springel invented.

The files contain only groups with more than 1500 particles in the FoF halo, which should be quite conservative. The averages and cosmologies are:

Name             Box	OmM     OmL     h       s8      sigma15         kT15
Run2		1086	0.3	0.7	0.7	0.9	1078.5		N/A
lcdm500A	 500	0.3	0.7	0.7	0.9	1077.2		N/A
lcdm300A         300	0.3     0.7     0.7     1.0     1078.6	        N/A
lcdm300B         300	0.3     0.7     0.7     0.8     1075.0	        N/A
lcdm256A         256	0.3     0.7     0.7     0.9     1077.8	        N/A
lcdm128A         128	0.3     0.7     0.7     0.9     1091.2	        N/A
OS200            200	0.3     0.7     0.67    0.9     1064.3	        N/A
OS100            100	0.3     0.7     0.67    0.9     1070.9	        N/A
Concordance150_1 150	0.3     0.7     0.67    0.9     1066.0	        6.28
Concordance150_2 150	0.3     0.7     0.67    0.9     1066.4	        6.35
ocdm256A	 256	0.3	0.0	0.7	0.9	1099.5		N/A
Model00?	 200	see below

Index of Sigma

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Last modified Tue Sep 5 09:35:19 2006