首页> 外文期刊>Nuclear physics, B >The quasi-two-body decays B ( s ) ( D ( s ) , D ˉ ( s ) ) ρ ( D ( s ) , D ˉ ( s ) ) π π in the perturbative QCD factorization approach
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The quasi-two-body decays B ( s ) ( D ( s ) , D ˉ ( s ) ) ρ ( D ( s ) , D ˉ ( s ) ) π π in the perturbative QCD factorization approach

机译:准两体衰减 B s D s D ˉ < / mml:mover> s ρ D s < mml:mo>, D ˉ < mml:mo Stretchy =“ false”>( s π π 在扰动QCD因式分解方法中

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In this paper, we studied the B ( s ) → ( D ( s ) , D ˉ ( s ) ) ρ → ( D ( s ) , D ˉ ( s ) ) π π decays by employing a framework for the quasi-two-body decays in the perturbative QCD (PQCD) factorization approach. We use the two-pion distribution amplitudes Φ π π , which contains both resonant and nonresonant contributions from the pion pair, to describe the final state interactions (FSIs) between the pions in the resonant region. We found that (a) for all considered decays, the PQCD predictions for their branching ratios based on the quasi-two-body and the two-body framework agree well with each other due to B ( ρ → π π ) ≈ 100 % ; For B + → D 0 ˉ ρ + → D 0 ˉ π + π 0 and other four considered decay modes, the PQCD predictions do agree well with the measured values within errors; (b) the great difference between the PQCD predictions for B ( B → D ˉ ρ → D ˉ π π ) and B ( B → D ρ → D π π ) can be understood by the strong CKM suppression factor R CKM ≈ 3 × 10 ? 4 ; (c) for the B s → D ρ → D π π and B s → D ˉ ρ → D ˉ π π decays, however, the PQCD predictions of R s1 ≈ 0.13 and R s2 ≈ 0.14 do agree very well with the moderate CKM suppression factor R CKM s ≈ 0.14 ; and (d) the PQCD predictions for the ratios R D ρ and the strong phase difference cos ? δ D ρ of the three B → D ˉ ρ decay modes agree well with the LHCb measurements within one standard deviation.
机译:在本文中,我们通过采用准二元框架来研究B(s)→(D(s),Dˉ(s))ρ→(D(s),Dˉ(s))ππ衰变。扰动QCD(PQCD)分解方法中的小体衰变。我们使用包含对子对的共振和非共振贡献的两对子分布振幅Φππ来描述共振区域中对子之间的最终状态相互作用(FSI)。我们发现:(a)对于所有考虑的衰变,基于B(ρ→ππ)≈100%,基于准两体和两体框架的PQCD支化比率预测彼此吻合良好;对于B +→D 0ˉρ+→D 0ˉπ+π0和其他四个考虑的衰减模式,PQCD预测的确与误差范围内的测量值相吻合; (b)B(B→Dρ→Dππ)和B(B→Dρ→Dππ)的PQCD预测之间的巨大差异可以通过强大的CKM抑制因子R CKM≈3×来理解10? 4; (c)对于B s→Dρ→Dππ和B s→Dρρ→Dπππ衰减,但是,R s1≈0.13和R s2≈0.14的PQCD预测与中等CKM抑制因子R CKM s≈0.14; (d)比率R Dρ和强相位差cos?的PQCD预测。三种B→Dˉρ衰减模式的δDρ与LHCb测量值在一个标准偏差内非常吻合。

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