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Stars as Laboratories for Fundamental Physics - MPP Theory Group

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Chapter 1<br />

The Energy-Loss Argument<br />

Weakly interacting, low-m<strong>as</strong>s particles such <strong>as</strong> neutrinos or axions contribute<br />

to the energy loss or energy transfer in stars. The impact of<br />

an anomalous energy-loss mechanism is discussed qualitatively and in<br />

terms of homology relations between standard and perturbed stellar<br />

models. The example of m<strong>as</strong>sive pseudoscalar particles is used to illustrate<br />

the impact of a new energy-loss and a new radiative-transfer<br />

mechanism on the Sun.<br />

1.1 Introduction<br />

More than half a century ago, Gamow and Schoenberg (1940, 1941)<br />

ushered in the advent of particle <strong>as</strong>trophysics when they speculated that<br />

neutrinos may play an important role in stellar evolution, particularly<br />

in the collapse of evolved stars. Such a hypothesis w<strong>as</strong> quite bold <strong>for</strong><br />

the time because neutrinos, which had been proposed by Pauli in 1930,<br />

were not directly detected until 1954. That their existence w<strong>as</strong> far from<br />

being an established belief when Gamow and Schoenberg wrote their<br />

papers is illustrated by Bethe’s (1939) complete silence about them in<br />

his seminal paper on the solar nuclear fusion chains.<br />

Even after the existence of neutrinos had been established they<br />

seemed to interact only by β reactions of the sort e − + (A, Z) →<br />

(A, Z−1) + ν e or (A, Z−1) → (A, Z) + e − + ν e , the so-called URCA<br />

reactions which Gamow and Schoenberg had in mind, or by fusion processes<br />

like pp → de + ν e . The URCA reactions and related processes<br />

become important only at very high temperatures or densities because<br />

of their energy threshold. While the Sun emits two neutrinos <strong>for</strong> every<br />

helium nucleus fused from hydrogen, the energy loss in neutrinos is only<br />

a few percent of the total luminosity and thus plays a minor role.<br />

1

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