All Tables

Table 1: Overview of parameters and results of the smooth models. Columns from left to right: model number, powerlaw index pfor $\rho (R)\propto R^p$ , grain size distribution (either $0.25~\mu$ m or MRN distribution), temperature decoupling between silicate and carbon grains, inclusion of scattering opacity, the resulting SED widths $\ensuremath {{\cal W}_1}$ (for $i=20^{{\rm o}}$ ) and $\ensuremath {{\cal W}_2}$ (for $i=90^{{\rm o}}$ ), the resulting 10 $\mu$ m feature strengths $\ensuremath {{\cal S}_1}$ (for $i=20^{{\rm o}}$ ) and $\ensuremath {{\cal S}_2}$ (for $i=90^{{\rm o}}$ ) and the resulting anisotropy parameter $\ensuremath {{\cal I}}$ . See text for definition of $\ensuremath {{\cal W}_1}$ , $\ensuremath {{\cal W}_2}$ , $\ensuremath {{\cal S}_1}$ , $\ensuremath {{\cal S}_2}$ and $\ensuremath {{\cal I}}$ .
Table 2: Overview of the model parameters and results of the clumpy models. Columns from left to right: model number, powerlaw index p for $\rho (R)\propto R^p$ , number of clumps, grain size distribution (either $0.25~\mu$ m or MRN distribution), temperature decoupling between silicate and carbon grains, inclusion of scattering opacity, optical depth of the clumps, the resulting width $\ensuremath {{\cal W}_1}$ of the face-on SED, $\ensuremath {{\cal W}_2}$ for the edge-on SED, the resulting 10 $\mu$ m feature strength $\ensuremath {{\cal S}_1}$ for the face-on SED and $\ensuremath {{\cal S}_2}$ for the edge-on SED and the resulting anisotropy parameter $\ensuremath {{\cal I}}$ . See text for definition of $\ensuremath {{\cal W}_1}$ , $\ensuremath {{\cal W}_2}$ , $\ensuremath {{\cal S}_1}$ , $\ensuremath {{\cal S}_2}$ and $\ensuremath {{\cal I}}$ . The optical depth of the clumps follows from the number of clumps, the distribution of clumps and the total mass of the torus, and is therefore not an independent parameter of the model, hence the separated column for the optical depth.