Figure 8.
The absorption opacity as a function of wavelength for Draine silicates with size distribution power law scaling as $q=-3.5$. Different lines are for different maximum grain sizes of the grain-size distribution (which we refer to as $s_\textrm {entr}$ since locally that maximum size will be the largest entrained grain size). The vertical dashed line is 0.1$\mu$m, at which we calculate $\sigma _{\textrm {FUV}}$.

The absorption opacity as a function of wavelength for Draine silicates with size distribution power law scaling as |$q=-3.5$|⁠. Different lines are for different maximum grain sizes of the grain-size distribution (which we refer to as |$s_\textrm {entr}$| since locally that maximum size will be the largest entrained grain size). The vertical dashed line is 0.1|$\mu$|m, at which we calculate |$\sigma _{\textrm {FUV}}$|⁠.

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