TY - GEN
T1 - The γ∗γ∗ → ηc(1S,2S) transition form factors for two spacelike photons
AU - Babiarz, Izabela
AU - Goncalves, Victor P.
AU - Pasechnik, Roman
AU - Schäfer, Wolfgang
AU - Szczurek, Antoni
PY - 2019
Y1 - 2019
N2 - We discuss γ∗γ∗ → ηc(1S), ηc(2S) transition form factors for both virtual photons. The general formula is given. We use different models for the cc¯ wave function obtained from the solution of the Schrödinger equation for different cc¯ potentials: harmonic oscillator, Cornell, logarithmic, power-law, Coulomb and Buchmüller-Tye. We showed some examples of wave functions in the Light Front representation as well as in the rest frame of cc¯ pair. We compare our results to the BaBar experimental data for ηc(1S), for one real and one virtual photon, and to the values collected by the Particle Data Group for F(0,0), decay width Γγγ and decay constant fηc. We also considered the non-relativistic limit for F(0,0) form factor with the wave function at the origin R(0).
AB - We discuss γ∗γ∗ → ηc(1S), ηc(2S) transition form factors for both virtual photons. The general formula is given. We use different models for the cc¯ wave function obtained from the solution of the Schrödinger equation for different cc¯ potentials: harmonic oscillator, Cornell, logarithmic, power-law, Coulomb and Buchmüller-Tye. We showed some examples of wave functions in the Light Front representation as well as in the rest frame of cc¯ pair. We compare our results to the BaBar experimental data for ηc(1S), for one real and one virtual photon, and to the values collected by the Particle Data Group for F(0,0), decay width Γγγ and decay constant fηc. We also considered the non-relativistic limit for F(0,0) form factor with the wave function at the origin R(0).
U2 - 10.22323/1.364.0467
DO - 10.22323/1.364.0467
M3 - Paper in conference proceeding
AN - SCOPUS:85098911590
VL - 364
T3 - Proceedings of Science
BT - European Physical Society Conference on High Energy Physics (EPS-HEP2019)
T2 - 2019 European Physical Society Conference on High Energy Physics, EPS-HEP 2019
Y2 - 10 July 2019 through 17 July 2019
ER -