1,210 research outputs found

    Study of the K1(1270)βˆ’K1(1400)K_1(1270)-K_1(1400) mixing in the decays Bβ†’J/Ξ¨K1(1270),J/Ξ¨K1(1400)B\to J/\Psi K_1(1270), J/\Psi K_1(1400)

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    We studied the B meson decays Bβ†’J/Ξ¨K1(1270,1400)B\to J/\Psi K_1(1270,1400) in the pQCD approach beyond the leading order. With the vertex corrections and the NLO Wilson coefficients included, the branching ratios of the considered decays are Br(B+β†’J/Ξ¨K1(1270)+)=1.76βˆ’0.69+0.65Γ—10βˆ’3,Br(B+β†’J/Ξ¨K1(1400)+)=7.03βˆ’2.52+2.70Γ—10βˆ’4Br(B^+\to J/\Psi K_1(1270)^+)=1.76^{+0.65}_{-0.69}\times10^{-3}, Br(B^+\to J/\Psi K_1(1400)^+)=7.03^{+2.70}_{-2.52}\times10^{-4}, and Br(B0β†’J/Ξ¨K1(1270)0)=(1.63βˆ’0.64+0.60)Γ—10βˆ’3Br(B^0\to J/\Psi K_1(1270)^0)=(1.63^{+0.60}_{-0.64})\times10^{-3} with the mixing angle ΞΈK1=33∘\theta_{K_1}=33^\circ, which can agree well with the data or the present experimental upper limit within errors. So we support the opinion that ΞΈK1∼33∘\theta_{K_1}\sim33^\circ is much more favored than 58∘58^{\circ}. Furthermore, we also give the predictions for the polarization fractions, direct CP violations from the different polarization components, the relative phase angles for the considered decays with the mixing angle ΞΈK1=33∘\theta_{K_1}=33^\circ and 58∘58^\circ, respectively. The direct CP violations of the two charged decays B+β†’J/Ξ¨K1(1270,1400)+B^+\to J/\Psi K_1(1270,1400)^+ are very small (10βˆ’4∼10βˆ’5)(10^{-4}\sim10^{-5}), because there is no weak phase until up to O(Ξ»4)\mathcal{O}(\lambda^4) with the Wolfenstein parameter Ξ»=0.22537\lambda=0.22537. These results can be tested at the running LHCb and forthcoming Super-B experiments.Comment: 14 pages,3 figures,to appear in EPJ

    Method for the extraction of shock signal features based on the upper limit of density integral

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    Shock signal features must be extracted for use in pattern recognition or fault diagnosis. In this work, we proposed a method for the feature extraction of shock signals, which are vibration signals that change faster and have larger amplitude ranges than general signals. First, we proposed the concepts of amplitude density for monotonic functions and piecewise monotonic functions. On the basis of these concepts, we then proposed the concept of the upper limit of density integral (ULDI), which was adopted to obtain signal features. Then, we introduced two types of serious fault cracks to the latch sheet of an automatic gun mechanism that is used on warships. Next, we applied the proposed method to extract the features of shock signals from data acquired when the automatic gun mechanism fired with normal and two fault patterns. Finally, we verified the effectiveness of our proposed method by applying the features that it extracted to a support vector machine (SVM). Our proposed method provided good results and was superior to the traditional statistics-based feature extraction method when applied to a SVM for classification. In addition, the former method demonstrated better generalisation than the latter. Thus, our method is an efficient approach for extracting shock signal features in pattern recognition and fault diagnosis
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