We study the thermal transition of QCD with two degenerate light flavours by lattice simulations using O(a)-improved Wilson quarks. Particular emphasis lies on the pattern of chiral symmetry restoration, which we probe via the static screening correlators. On 323 volumes we observe that the screening masses in transverse iso-vector vector and axial-vector channels become degenerate at the transition temperature. The splitting between the screening masses in iso-vector scalar and pseudoscalar channels is strongly reduced compared to the splitting at zero temperature and is actually consistent with zero within uncertainties. In this proceedings article we extend our studies to matrix elements and iso-singlet correlation functions. Furthermore, we present results on larger volumes, including first results at the physical pion mass. © Copyright owned by the author(s) under the terms of the Creative Commons.
Brandt, B., Cè, M., Francis, A., Harris, T., Meyer, H., Philipsen, O., et al. (2020). Testing the strength of the UA(1) anomaly at the chiral phase transition in two-flavour QCD. In 9th International Workshop on Chiral Dynamics, CD 2018 (pp.1-9). Sissa Medialab [10.22323/1.317.0055].
Testing the strength of the UA(1) anomaly at the chiral phase transition in two-flavour QCD
Cè, Marco;Harris, Tim;
2020
Abstract
We study the thermal transition of QCD with two degenerate light flavours by lattice simulations using O(a)-improved Wilson quarks. Particular emphasis lies on the pattern of chiral symmetry restoration, which we probe via the static screening correlators. On 323 volumes we observe that the screening masses in transverse iso-vector vector and axial-vector channels become degenerate at the transition temperature. The splitting between the screening masses in iso-vector scalar and pseudoscalar channels is strongly reduced compared to the splitting at zero temperature and is actually consistent with zero within uncertainties. In this proceedings article we extend our studies to matrix elements and iso-singlet correlation functions. Furthermore, we present results on larger volumes, including first results at the physical pion mass. © Copyright owned by the author(s) under the terms of the Creative Commons.File | Dimensione | Formato | |
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