Analysis of Ω c(3000) Ω c ( 3000 ) , Ω c(3050) Ω c ( 3050 ) , Ω c(3066) Ω c ( 3066 ) , Ω c(3090) Ω c ( 3090 ) and Ω c(3119) Ω c ( 3119 ) with QCD sum rules

In this article, we assign Ω c(3000) , Ω c(3050) , Ω c(3066) , Ω c(3090) and Ω c(3119) to the P-wave baryon states with JP=1/2⁻ , 1/2⁻ , 3/2⁻ , 3/2⁻ and 5/2⁻ , respectively, and study them with the QCD sum rules by introducing an explicit relative P-wave between the two s quarks. The predictions support assigning Ω c(3050) , Ω c(3066) , Ω c(3090) and Ω c(3119) to the P-wave baryon states with JP=1/2⁻ , 3/2⁻ , 3/2⁻ and 5/2⁻ , respectively, where the two s quarks are in relative P-wave, while Ω c(3000) can be assigned to the P-wave baryon state with JP=1/2⁻ , where the two s quarks are in relative S-wave.