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Published on: November 15, 2013
Radiative Corrections to Superallowed β Decays in Effective Field Theory
Vincenzo Cirigliano1, Wouter Dekens1, Jordy de Vries2,3
1Institute for Nuclear Theory, <a href="https://ror.org/00cvxb145">University of Washington</a>, Seattle, Washington 91195-1550, USA.
Determining the V_{ud} value requires precise radiative corrections. This study introduces an effective field theory (EFT) approach to calculate nucleus-dependent corrections (δ_{NS}), addressing a key uncertainty in V_{ud} calculations.
Area of Science:
- Nuclear Physics
- Particle Physics
- Quantum Field Theory
Background:
- Accurate determination of V_{ud} is crucial for the Standard Model.
- Superallowed β decays are a primary source for V_{ud} values.
- Radiative corrections, particularly nucleus-dependent ones (δ_{NS}), limit V_{ud} precision.
Purpose of the Study:
- To develop a theoretical framework for calculating nucleus-dependent radiative corrections (δ_{NS}).
- To utilize effective field theory (EFT) to constrain δ_{NS} and improve V_{ud} accuracy.
- To compare EFT predictions with dispersive representations of δ_{NS}.
Main Methods:
- Application of effective field theory (EFT) to calculate δ_{NS}.
- Identification of dominant terms in the EFT expansion.
- Comparison of EFT results with dispersive calculations of δ_{NS}.
Main Results:
- The EFT power counting successfully predicts the dominant contributions to δ_{NS}.
- The momentum scaling of δ_{NS} is observed to hold even for low-lying intermediate states.
- A clear path towards ab initio calculations of δ_{NS} is established.
Conclusions:
- The proposed EFT framework offers a rigorous method to calculate δ_{NS}.
- This approach directly tackles the main uncertainty in V_{ud} determinations.
- The study advances the precision of fundamental parameters in the Standard Model.
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