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Three-body bound states with zero-range interaction in the Bethe-Salpeter approach

机译:三体绑定状态,具有零距离在贝特 - 屠杀计方法中的相互作用

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The Bethe-Salpeter equation for three bosons with zero-range interaction is solved for the first time. For comparison the light-front equation is also solved. The input is the two-body scattering length and the outputs are the three-body binding energies, Bethe-Salpeter amplitudes and light-front wave functions. Three different regimes are analyzed: (i) For weak enough two-body interaction the three-body system is unbound. (ii) For stronger two-body interaction a three-body bound state appears. It provides an interesting example of a deeply bound Borromean system. (iii) For even stronger two-body interaction this state becomes unphysical with a negative mass squared. However, another physical (excited) state appears, found previously in light-front calculations. The Bethe-Salpeter approach implicitly incorporates three-body forces of relativistic origin, which are attractive and increase the binding energy. (C) 2017 The Author(s). Published by Elsevier B.V.
机译:第一次解决了具有零距离相互作用的三个玻色子的贝特 - Salpeter方程。 为了比较,还解决了光前方程。 输入是双体散射长度,输出是三体绑定能量,贝特 - 排放计幅度和光前波函数。 分析了三个不同的制度:(i)对于足够弱的双体相互作用,三体系是未结合的。 (ii)对于更强的双体相互作用出现三体界定状态。 它提供了一个深深绑定的Borromean系统的一个有趣的例子。 (iii)对于更强的双体相互作用,这种状态变得不受阴部平方的不血肿。 然而,出现另一个物理(激励)状态,先前发现在光前计算中。 贝特 - 屠宰仪方法隐含地融合了相对论起源的三体力,这是有吸引力的,并且增加了结合能量。 (c)2017年作者。 由elsevier b.v出版。

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