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Stars as Laboratories for Fundamental Physics - MPP Theory Group

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356 Chapter 10<br />

Table 10.3. Extrapolation of S 17 to E = 0 <strong>for</strong> me<strong>as</strong>urements of 7 Be p → 8 B γ<br />

according to Johnson et al. (1992).<br />

Experiment S 17 (0) [eV b]<br />

Kavanagh et al. (1960) 15 ± 6<br />

Parker (1966, 1968) 27 ± 4<br />

Kavanagh et al. (1969) 25.2 ± 2.4<br />

Vaughn et al. (1970) 19.4 ± 2.8<br />

Wiezorek et al. (1977) 41.5 ± 9.3<br />

Filippone et al. (1983) 20.2 ± 2.3<br />

S 17 down to the <strong>as</strong>trophysically interesting regime. The most recent<br />

comprehensive reanalysis w<strong>as</strong> per<strong>for</strong>med by Johnson et al. (1992) who<br />

found the values listed in Tab. 10.3. They tend to be smaller by around<br />

10% relative to previous extrapolations which did not take into account<br />

that <strong>for</strong> laboratory energies there is a contribution from d-waves in the<br />

entrance channel. Johnson et al. used two different interaction models<br />

<strong>for</strong> the extrapolation which yielded identical results within 2%. This<br />

does not necessarily imply that the theoretical extrapolation is known<br />

with this precision; <strong>for</strong> example, Riisager and Jensen (1993) suggest<br />

much smaller values <strong>for</strong> S 17 (0).<br />

As stressed by Johnson et al. (1992) it is problematic to combine the<br />

results of Tab. 10.3 to a “world average” because they show systematic<br />

discrepancies. In fact, the data of the two “low-energy” experiments<br />

(Kavanagh et al. 1969; Filippone et al. 1983) agree very well with each<br />

other over a wide range of energies with a systematic offset by a factor<br />

1.34. A similar offset exists between the “high-energy” data of Parker<br />

(1966, 1968) and Vaughn et al. (1970) with a factor 1.42 (Gai 1995).<br />

Because it is unknown which of the experiments is right (if any)<br />

Johnson et al. (1992) combined the data according to a prescription<br />

adopted by the Particle Data <strong>Group</strong> (1994) <strong>for</strong> such c<strong>as</strong>es. It amounts<br />

to the usual weighted average, but incre<strong>as</strong>ing the error by a certain factor<br />

derived from the statistical significance of the discrepancies. Johnson<br />

et al. then arrive at a world average<br />

S 17 (0) = (22.4 ± 2.1) eV b. (10.8)<br />

Bahcall and Pinsonneault (1992, 1995) used this value, i.e. they used<br />

a 1σ uncertainty of 9%. Turck-Chièze and Lopes (1993) used (22.4 ±<br />

1.3 stat ± 3.0 syst ) eV b, i.e. they adopted an uncertainty of ±15%.

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