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Phase motion in the Z ? ( 4430 ) amplitude in B 0 ψ π ? K + decay

机译: Z 4430 中的幅度xmlns:mml =“ http://www.w3.org/1998/Math/MathML” altimg =“ si2.gif” display =“ inline” overflow =“ scroll” > B 0 ψ ' π < mml:mi> K + 衰减

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In view of the proliferation in the number of new charmonium states, it is really important to have an experimental way to prove that an observed bump is, indeed, a real resonance. To do that, in this paper we present an alternative method to demonstrate the resonant behavior of a state. With this method, the phase variation of a generic complex amplitude can be directly revealed through interference in the Dalitz-plot region where it crosses a well established resonant state, used as a probe. We have tested the method for the Z ? ( 4430 ) state by generating Monte Carlo samples for the B 0 → ψ ( 2 S ) π ? K + decay channel. We have shown that the proposed method gives a clear oscillation behavior, related to the phase variation associated with a real resonant state, in the case where the Z ? ( 4430 ) is considered as a regular resonance with a strong phase variation.
机译:鉴于新的charm状态的数量激增,重要的是要有一种实验方法来证明观察到的颠簸确实是真正的共振。为此,在本文中,我们提出了另一种方法来证明状态的共振行为。使用这种方法,可以通过Dalitz曲线区域中经过干涉的,经过良好建立的共振状态(用作探针)的干扰,直接揭示通用复振幅的相位变化。我们已经测试了Z的方法。通过为B 0→ψ(2 S)π?生成蒙特卡洛样本,从而获得(4430)状态K +衰减通道。我们已经表明,在Z≤θ的情况下,所提出的方法给出了与实际谐振状态相关的相位变化有关的清晰的振荡行为。 (4430)被认为是具有强烈相位变化的规则共振。

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