Helicity form factors for $D_{(s)}\to A\ell \nu$ process in the light-cone QCD sum rules approach

Abstract

The helicity form factors of the $D_{(s)}\to A{\ell }^{+}\nu$ with $A=a_1^{-},a_1^0,b_1^{-},b_1^0,K_1(1270)$ and $K_1(1400)$ are calculated in the light-cone sum rules approach, up to twist-3 distribution amplitudes of the axial vector meson $A$. In the helicity form factors parametrization the unitarity constraints are applied to the fitting parameters. In addition, the effects of the low-lying resonances are included in series expansions of aforementioned form factors. The properties of the $D_{(s)}\to A{\ell }^{+}\nu$ semileptonic decays are studied by extending the form factors to the whole physical region of $q^2$. For a better analysis, a comparison is also made between our results and the predictions obtained using transition form factors via LCSR, 3PSR and CLFQM methods.

References in corpus (6)

• Charm Meson Decays
• Testing QCD Sum Rules on the Light-Cone in D->(pi,K) l nu Decays
• Visualization of semileptonic form factors from lattice QCD
• Decay $D\to K^{(\ast )}{\ell }^{+}{\nu }_{\ell }$ in covariant quark model
• Semileptonic $D_q\to K_1\ell \nu$ and nonleptonic $D\to K_1\pi$ decays in three--point QCD sum rules and factorization approach
• $D\to a_1,f_1$ transition form factors and semileptonic decays via 3-point QCD sum rules