
TL;DR
This paper derives a fundamental constant-based calculation for the typical stellar mass, explaining its invariance across environments and linking it to nuclear physics and cloud fragmentation processes.
Contribution
It presents a novel calculation of the characteristic stellar mass using fundamental constants, connecting star formation physics with nuclear reactions.
Findings
Characteristic stellar mass is nearly independent of environment.
Fragmentation scale is linked to deuterium burning properties.
Possible variation of stellar mass in high-pressure, high-metallicity regions.
Abstract
It has been a longstanding problem to determine, as far as possible, the characteristic masses of stars in terms of fundamental constants; the almost complete invariance of this mass as a function of the star-forming environment suggests that this should be possible. Here I provide such a calculation. The typical stellar mass is set by the characteristic fragment mass in a star-forming cloud, which depends on the cloud's density and temperature structure. Except in the very early universe, the latter is determined mainly by the radiation released as matter falls onto seed protostars. The energy yield from this process is ultimately set by the properties of deuterium burning in protostellar cores, which determines the stars' radii. I show that it is possible to combine these considerations to compute a characteristic stellar mass almost entirely in terms of fundamental constants, with an…
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