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arXiv 1005.0571hep-ph
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衰变模式$\bar{B} \to \bar{K}^{*0}\ell^+\ell^-$的新物理研究

New physics reach of the decay mode $\bar{B} \to \bar{K}^{*0}\ell^+\ell^-$

Ulrik Egede, Tobias Hurth, Joaquim Matias, Marc Ramon, Will Reece

摘要:

我们提出了一个完整的方法来构造QCD保护的观测值的基础上排他性四体$B$介子衰变$\bar{B} \to \bar{K}^{*0}\ell^+\ell^-$在低双轻子质量区。该方法的核心是要求构造的量应满足角分布的对称性。我们确定了无质量轻子极限下角分布的所有对称性,并探索了:角分布系数之间的一种新的非平凡关系,完全求解系统的$K^{*}$振幅的可能性,以及非平凡观测量的构造。我们还提出了一个唯象分析的新的物理灵敏度的角度观测量的衰变的基础上QCD因式分解。我们进一步分析了CP守恒观测量$A_{T}^{(2)}$、$A_{T}^{(3)}$和$A_{T}^{(4)}$。它们实际上没有理论上的不确定性,这是由于双轻子质量范围内的软形状因子,而不是像$A_{FB}$那样只在一个点上。与诸如$A_{FB}$的可观测量相比,它们对特定的新物理场景也具有更高的灵敏度。此外,我们严格审查新的物理范围CP违反可观测量通过一个完整的误差分析,由于尺度依赖性,形状因子和$Λ/m_b$修正。我们发展了一种估算观测量误差的系综方法,该方法由$Λ/m_b$修正得到。最后,我们探讨了CP破坏观测量的实验前景,发现它们是相当有限的。实际上,CP守恒(平均)可观测量$A_{T}^{(i)}$(具有$i=2,3,4$)将对大CP相位提供更好的灵敏度,并且可能更适合于实验分析。

英文摘要:

We present a complete method to construct QCD-protected observables based on the exclusive 4-body $B$-meson decay $\bar{B} \to \bar{K}^{*0}\ell^+\ell^-$ in the low dilepton mass region. The core of the method is the requirement that the constructed quantities should fulfil the symmetries of the angular distribution. We have identified all symmetries of the angular distribution in the limit of massless leptons and explore: a new non-trivial relation between the coefficients of the angular distribution, the possibility to fully solve the system for the $K^{*}$ amplitudes, and the construction of non-trivial observables. We also present a phenomenological analysis of the new physics sensitivity of angular observables in the decay based on QCD factorisation. We further analyse the CP-conserving observables, $A_{T}^{(2)}$, $A_{T}^{(3)}$ and $A_{T}^{(4)}$. They are practically free of theoretical uncertainties due to the soft form factors for the full range of dilepton masses rather than just at a single point as for $A_{FB}$. They also have a higher sensitivity to specific new physics scenarios compared to observables such as $A_{FB}$. Moreover, we critically examine the new physics reach of CP-violating observables via a complete error analysis due to scale dependences, form factors and $Λ/m_b$ corrections. We have developed an ensemble method to evaluate the error on observables from $Λ/m_b$ corrections. Finally, we explore the experimental prospects of CP-violating observables and find that they are rather limited. Indeed, the CP-conserving (averaged) observables $A_{T}^{(i)}$ (with $i=2,3,4$) will offer a better sensitivity to large CP phases and may be more suitable for experimental analysis.

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