1965
DOI: 10.1016/0029-5582(65)90097-0
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Treiman-Yang criterion for direct nuclear reactions

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Cited by 98 publications
(37 citation statements)
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“…We will see how applying the conditions on the momentum distribution of the spectator, as discussed in Ref. [29], we can use the quite simple approach. This was already observed for the first time in Ref.…”
Section: The Methodsmentioning
confidence: 99%
“…We will see how applying the conditions on the momentum distribution of the spectator, as discussed in Ref. [29], we can use the quite simple approach. This was already observed for the first time in Ref.…”
Section: The Methodsmentioning
confidence: 99%
“…In Eq.1, E QF is not changed varying the projectile energy. What is done is to keep the beam energy at a fixed value and to vary the relative momentum p sx from its QF value to an upper limit given by κ xs = √ 2 μ xs B xs that represents the on-energy-shell (OES) a = (x s) bound state wave number [36]. This upper limit is usually few tens of MeV/c.…”
Section: The Trojan Horse Methodsmentioning
confidence: 99%
“…Several attempts have been made for testing the pole-approximation of figure 1 and to select the dominant reaction mechanism intervening in the 0+N→1+2+S three-body reaction. In particular, Shapiro et al [25] demonstrated that the pole mechanism is the simplest reaction mechanism intervening in the 0+N→1+2+S reaction. The TY criterion [15,25] establishes that the amplitude of the reaction with 3 bodies in the final state should be invariant under rotation of the plane defined by the momenta of particles 1 and 2 about the sum of these momenta, in a reference frame in which the projectile or the cluster nucleus T is at rest.…”
Section: The Treiman-yang Criterionmentioning
confidence: 99%
“…In particular, Shapiro et al [25] demonstrated that the pole mechanism is the simplest reaction mechanism intervening in the 0+N→1+2+S reaction. The TY criterion [15,25] establishes that the amplitude of the reaction with 3 bodies in the final state should be invariant under rotation of the plane defined by the momenta of particles 1 and 2 about the sum of these momenta, in a reference frame in which the projectile or the cluster nucleus T is at rest. The quantities s ′ ,t ′ ,t do not change if in the anti-laboratory system (that is the system for which the momentum of particle 0 is equal 0) the momenta of the particles 1 and 2 are rotated with respect their sum, this direction corresponding to the one of the intermediate T particle momentum.…”
Section: The Treiman-yang Criterionmentioning
confidence: 99%
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