Table 1.

The assumed ranges and distributions of the model parameters in equation (19). For more details the readers are referred to Section 3.1 or Allen et al. (2008).

ParamPhysical effect describedMean ± stddevPrior
KOverall calibration1.000 ± 0.100Gaussian
γNon-thermal pressure1.050 ± 0.050Uniform
b0Gas bias: normalization0.825 ± 0.175Uniform
αbGas bias: evolution0.000 ± 0.100Uniform
s0Stellar fraction: normalization0.160 ± 0.048Gaussian
αsStellar fraction: evolution0.000 ± 0.200Uniform
ParamPhysical effect describedMean ± stddevPrior
KOverall calibration1.000 ± 0.100Gaussian
γNon-thermal pressure1.050 ± 0.050Uniform
b0Gas bias: normalization0.825 ± 0.175Uniform
αbGas bias: evolution0.000 ± 0.100Uniform
s0Stellar fraction: normalization0.160 ± 0.048Gaussian
αsStellar fraction: evolution0.000 ± 0.200Uniform
Table 1.

The assumed ranges and distributions of the model parameters in equation (19). For more details the readers are referred to Section 3.1 or Allen et al. (2008).

ParamPhysical effect describedMean ± stddevPrior
KOverall calibration1.000 ± 0.100Gaussian
γNon-thermal pressure1.050 ± 0.050Uniform
b0Gas bias: normalization0.825 ± 0.175Uniform
αbGas bias: evolution0.000 ± 0.100Uniform
s0Stellar fraction: normalization0.160 ± 0.048Gaussian
αsStellar fraction: evolution0.000 ± 0.200Uniform
ParamPhysical effect describedMean ± stddevPrior
KOverall calibration1.000 ± 0.100Gaussian
γNon-thermal pressure1.050 ± 0.050Uniform
b0Gas bias: normalization0.825 ± 0.175Uniform
αbGas bias: evolution0.000 ± 0.100Uniform
s0Stellar fraction: normalization0.160 ± 0.048Gaussian
αsStellar fraction: evolution0.000 ± 0.200Uniform
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