1975
DOI: 10.1016/0550-3213(75)90355-7
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Momentum spectra of secondary particles produced in proton-proton collisions at 14.2, 19.2 and 24.0 GeV/c

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Cited by 32 publications
(26 citation statements)
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“…The data shown in Fig. 1 are the momentum spectra ofp in the laboratory frame in pp-collisions and p Be-collisions at p lab = 19.2 GeV/c (Allaby et al 1970;Amaldi et al 1975) for different angles θ in the laboratory frame. The data shown in Fig.…”
Section: Low Energy Extension Of the Qgsjet-iimentioning
confidence: 99%
See 1 more Smart Citation
“…The data shown in Fig. 1 are the momentum spectra ofp in the laboratory frame in pp-collisions and p Be-collisions at p lab = 19.2 GeV/c (Allaby et al 1970;Amaldi et al 1975) for different angles θ in the laboratory frame. The data shown in Fig.…”
Section: Low Energy Extension Of the Qgsjet-iimentioning
confidence: 99%
“…5.-Energy dependence of Z-factors forp andn production, Z pp p (Ep, α) (plotted as a function of E kin p ), for α = 2 (left) and α = 3 (right), as calculated with QGSJET-IIm (solid, red) and EPOS-LHC (dashed, blue), or using the parameterizations by Tan & Ng (1983) (dot-dashed, green) and Duperray et al (2003) (dotted; the lines marked "(1)" (black) and "(2)" (red) correspond to the respective parameter sets). 2 GeV/c, calculated using parameterizations by Tan & Ng (1983) (solid, red) or by Duperray et al (2003) (parameter set 1 -dashed, blue, parameter set 2 -dot-dashed, green), in comparison with experimental data (Allaby et al 1970;Amaldi et al 1975).…”
Section: Comparison Of Parameterizations Ofp Spectra With Acceleratormentioning
confidence: 99%
“…From the comparison with the experimental data at the initial momenta po=12,5 GeV/c [4] and 24 GeV/c [5]; and from the threshold behaviour given by the phase space volume model and scaling behaviour [6,15,16] the following dependences of the parameters in (10) on s were found"…”
Section: Ek-and (Ek-)m~ Are the Total Energy Of The K--mesonmentioning
confidence: 99%
“…This reweighting is more difficult because the secondary proton energies are lower than the primary protons (and the NA61 protons), so a correction is required to transform the p ¡ θ distributions from NA61 to match the secondary proton energies. This transformation is done through Feynman scaling [113], with some modifications to make the technique more suitable for the particular range of proton energies [114]. Thus, the tertiary pions are given reweighting to match the NA61 results.…”
Section: Robustness Of Cut Optimizationmentioning
confidence: 99%