High-precision Penning-trap Measurement of the Helium-3 Atomic Mass

Abstract

This work presents a high-precision atomic mass measurement of helium-3. The measurement was performed using the Penning-trap mass spectrometer Liontrap, where the cyclotron frequency of the helium ion was measured relative to that of a carbon ion, which serves as a standard in atomic mass units. With a relative uncertainty of 1.2 × 10−11, this result represents the most precise mass measurement of helium-3 in atomic mass units to date. It contributes to resolving the “Light Ion Mass Puzzle” - inconsistencies in the measured masses of light nuclei, namely the proton, deuteron, and helium-3, reported by different Penning-trap mass spectrometers in the past. By demonstrating consistency between the results from Liontrap and those from the group at Florida State University, while simultaneously highlighting a discrepancy with the results from the University of Washington (UW), this work suggests that the earlier Penning-trap measurements by the UW group may have underestimated the uncertainty in their results. Consequently, confidence in Penning-trap measurements of light ion masses - fundamental constants used to test the validity of the Standard Model - is restored. During the course of this work, the experimental setup was upgraded to allow for the production of helium-3 ions and an improved detection system. Additionally, a new analysis approach was introduced, which effectively suppresses the dominant systematic effect observed in previous Liontrap measurements, the lineshape effect, by a factor of more than 100. Furthermore, a phase-sensitive method for measuring the axial frequency has been developed, showing promising potential for improving the statistical precision achievable in Penning-trap experiments in general. The measurement presented in this thesis concludes a series of studies on light ions conducted at Liontrap, and the experimental setup is now being repurposed for lepton symmetry tests at MPIK

Similar works

This paper was published in Heidelberger Dokumentenserver.

Having an issue?

Is data on this page outdated, violates copyrights or anything else? Report the problem now and we will take corresponding actions after reviewing your request.