A generalised porosity formalism for isotropic and anisotropic effective opacity and its effects on X-ray line attenuation in clumped O star winds
Jon O. Sundqvist, Stanley P. Owocki, David H. Cohen, Maurice A., Leutenegger, Richard H. D. Townsend

TL;DR
This paper develops a generalized formalism for porosity effects on X-ray line attenuation in clumped stellar winds, showing that porosity has limited impact on diagnostics of O star mass-loss rates.
Contribution
It introduces a unified porosity formalism applicable to isotropic and anisotropic geometries, validated with Markovian clump models and 3D simulations, enhancing understanding of X-ray line formation.
Findings
Porosity effects are minimal in typical O star wind models.
Anisotropic clumps cause a characteristic line profile 'bump'.
Large porosity lengths are needed for significant impact on X-ray profiles.
Abstract
We present a generalised formalism for treating the porosity-associated reduction in continuum opacity that occurs when individual clumps in a stochastic medium become optically thick. We consider geometries resulting in either isotropic or anisotropic effective opacity, and, in addition to an idealised model in which all clumps have the same local overdensity and scale, we also treat an ensemble of clumps with optical depths set by Markovian statistics. This formalism is then applied to the specific case of bound-free absorption of X-rays in hot star winds, a process not directly affected by clumping in the optically thin limit. We find that the Markov model gives surprisingly similar results to those found previously for the single clump model, suggesting that porous opacity is not very sensitive to details of the assumed clump distribution function. Further, an anisotropic effective…
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