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The resonance amplitude associated with the Gamow states

机译:与Gamow态有关的共振幅度

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摘要

The Gamow states are the quasinormal modes of quantum systems. It is shown that the resonance amplitude associated with the Gamow states is given by the complex delta function. It is also shown that under the near-resonance approximation of neglecting the lower bound of the energy, such resonance amplitude becomes the Breit-Wigner amplitude. This result establishes the precise connection between the Gamow states, Nakanishi's complex delta function and the Breit-Wigner amplitude. In addition, this result provides another theoretical basis for the phenomenological fact that the almost-Lorentzian peaks in cross sections are produced by intermediate, unstable particles. (c) 2008 Elsevier B.V. All rights reserved.
机译:高莫状态是量子系统的准正规模式。结果表明,与伽莫夫态有关的共振幅度由复数德尔塔函数给出。还表明,在忽略能量下限的近共振近似下,这种共振幅度变成了Breit-Wigner幅度。该结果在高莫夫状态,中西的复数德尔塔函数和Breit-Wigner振幅之间建立了精确的联系。另外,该结果为现象学事实提供了另一个理论基础,该现象的横截面几乎是洛仑兹峰是由中间的不稳定颗粒产生的。 (c)2008 Elsevier B.V.保留所有权利。

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