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Konrad, Gertrud

Publications and source records attributed to Konrad, Gertrud.

Reanalysis of the π›½βˆ’ $\overline{v}$ 𝑒 Angular Correlation Measurement from the aSPECT Experiment with New Constraints on Fierz Interference

On the basis of revisions of some of the systematic errors, we reanalyzed the electron-antineutrino angular correlation (π‘Ž coefficient) in free neutron decay inferred from the recoil energy spectrum of the protons which are detected in 4β’πœ‹ by the aSPECT spectrometer. With π‘Ž=βˆ’0.104 02⁒(82), the new value differs only marginally from the one published in 2020. Here, the experiment also has sensitivity to 𝑏, the Fierz interference term. From a correlated (𝑏,π‘Ž) fit to the proton recoil spectrum, we derive a limit of 𝑏 =βˆ’0.0098⁒(193) which translates into a somewhat improved 90% confidence interval region of βˆ’0.041 ≀ 𝑏 ≀ 0.022 on this hypothetical term. Tighter constraints on 𝑏 can be set from a combined analysis of the PERKEO III (𝛽 asymmetry) and aSPECT measurement which suggests a finite value of 𝑏 with 𝑏 (𝑐) =βˆ’0.0181 Β± 0.0065 deviating by 2.82⁒𝜎 from the standard model.

Beta decay↗

Improved determination of the π›½βˆ’β€Ύβ€Ύπœˆπ‘’ angular correlation coefficient π‘Ž in free neutron decay with the π‘Žβ’SPECT spectrometer

We report on a precise measurement of the electron-antineutrino angular correlation (π‘Ž coefficient) in free neutron beta decay from the π‘Žβ’SPECT experiment. The π‘Ž coefficient is inferred from the recoil energy spectrum of the protons which are detected in 4β’πœ‹ by the π‘Žβ’SPECT spectrometer using magnetic adiabatic collimation with an electrostatic filter. Data are presented from a 100-day run at the Institut Laue Langevin in 2013. The sources of systematic errors are considered and included in the final result. We obtain π‘Ž=βˆ’0.10430⁒(84) which is the most precise measurement of the neutron π‘Ž coefficient to date. From this, the ratio of axial vector to vector coupling constants is derived giving |πœ†|=1.2677⁒(28).

Beck, Marcus↗