Constraints on Core Collapse from the Black Hole Mass Function
C.S. Kochanek (Department of Astronomy, The Ohio State University)

TL;DR
This study models the black hole mass function based on stellar core compactness, constraining the conditions under which stars collapse into black holes versus neutron stars, and testing different criteria for black hole formation.
Contribution
It introduces a model linking core compactness to black hole formation, constrains the critical compactness value, and compares various criteria for predicting black hole outcomes.
Findings
The critical compactness xi(2.5) is approximately 0.24 at 90% confidence.
About 18% of core collapses result in black holes, with wide uncertainty.
Compactness at 2.0Msun is as effective as at 2.5Msun for predicting black hole formation.
Abstract
We model the observed black hole mass function under the assumption that black hole formation is controlled by the compactness of the stellar core at the time of collapse. Low compactness stars are more likely to explode as supernovae and produce neutron stars, while high compactness stars are more likely to be failed supernovae that produce black holes with the mass of the helium core of the star. Using three sequences of stellar models and marginalizing over a model for the completeness of the black hole mass function, we find that the compactness xi(2.5) above which 50% of core collapses produce black holes is xi(2.5)=0.24 (0.15 < xi(2.5) < 0.37) at 90% confidence). While models with a sharp transition between successful and failed explosions are always the most likely, the width of the transition between the minimum compactness for black hole formation and the compactness above…
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