Influence of diffractive interactions on cosmic rays air showers ABSTRACT: A comparative study of commonly used hadronic collision simulation packages.

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Presentation transcript:

Influence of diffractive interactions on cosmic rays air showers ABSTRACT: A comparative study of commonly used hadronic collision simulation packages is presented. The characteristics of the products of hadron-nucleus collisions are analyzed from a general perspective, but focusing on their correlation with diffractive processes. One of the purposes of our work is to give quantitative estimations of the impact that different characteristics of the hadronic models have on air shower observables. Several sets of shower simulations using different settings for the parameters controlling the diffractive processes are used to analyse the correlations between diffractivity and shower observables. We find that the relative probability of diffractive processes during the shower development have a non negliglible influence over the longitudinal profile as well as the distribution of muons at ground level. The implicances on experimental data analysis are discussed. In the figure is showed the distributions for proton-air collisions at 100 GeV (a), 1 TeV (b), and 100 PeV (c), distributions of numbers of secondaries are displayed for several representative primary energies. The diffractive interactions show up clearly at each plot as a characteristic peak in the few-secondary zone of the abscissas. We can see that there are evident differences among the plots corresponding to different models, especially when comparing QGSJET with the other models. The average number of secondaries is plotted versus the primary energy. The curves with solid lines and symbols correspond to averages considering all kinds of events, while the curves with dashed lines and open symbols correspond to averages over non- diffractive events only. The general averages are always smaller than the ones over non- diffractive events, as expected, since diffractive events have very few secondaries and therefore tend to reduce averages when included in the samples. The differences between general and non-diffractive cases are significant in the case of QGSJET, small in the case of DPMJET, and virtually negligible in the case of SIBYLL. In this picture we show the fraction of diffractive events versus primary energies for the case of proton-air collisions. The main characteristics of the preceding plots can be better understood considering that the influence of diffractive events in a sample is not only due to the properties of the diffractive interaction itself, but also to the magnitude of their relative probability. The fractions of diffractive events registered in our runs is plotted as a function of primary energy, in the case of proton primaries. The very significant difference between the QGSJET and SIBYLL cases is one of the the outstanding features of this plot. In those picture we show the average fraction of pions produced in hadronic collisions versus primary energy, in the cases of proton-air (a) and pion-air (b) collisions. The solid (open) symbols correspond to averages over all (non-diffractive). The studied hadronic models present significant differences when considering the composition of the secondaries generated in nuclear collisions. A useful quantitative measure of the kind of praticles that emerge from such collisions is the fraction of pions, that is, the total number of pions (charged and neutral) divided the total number of secondaries. The diffractive interactions have a direct impact on the global shower development. This fact shows up clearly in this figures the number of charges particles is plotted versus the atmospheric depth, in the cases of 10 at 20 eV vertical proton showers, respectively. The plots were done using data coming from simulations performed with AIRES linked to QGSJET (a) and SIBYLL (b). As expected, when the diffractive interactions are disabled (dotted lines), the showers develop earlier than in the normal case. This implies a displacement in the position of the shower maximum, that amounts approximately to 36 g/cm^2 for proton and 21 g/cm^2 for iron (8 g/cm^2 for proton and 20 g/cm^2 for iron) for QGSJET (SIBYLL) simulations. The shift in the position of the shower maximum, due to the suppression of diffractive interactions is significative at all primary energies. This is illustrated in the figure, where $\xmax$ is plotted versus the primary energy. The lines represent simulations of proton and iron showers enabling (solid lines) or disabling (dashed lines) the diffractive interactions. We have also plotted some available experimental data for reference. In this figure we plot the ratio between muon densities simulated disabling and enabling diffractive interactions, plotted as a function of the distance to the shower core. The triangles (circles) correspond to 10 at 17 eV iron (proton) primaries. The simulations were performed using AIRES linked to QGSJET (a), or SIBYLL (b). We can see a logarimicly linear behavior and the flictuations are [0%,20%] ([-10%,10%]) when r=[0m, 1100m] for QGSJET fig. a (SIBYLL fig. b). We had showed for the models used, that the variability in the showers observables, and the very different dependence of they over diffractive interaction. The influence of diffractive interaction on the lateral and longitudinal developments is modificaded in quantities. The production of charged particles (specially muons) by the cosmic rays at ground level change in important quantity between 10-15% (10-20%) for SIBYLL (QGSJET). The simulation is a powerful tool for understending and predicting the behavior of air showers cosmic rays. Conclusions The plots in figure \ref{fig:flvseprim} also illustrate this characteristic of QGSJET. In this figure that mean lead energy fraction is plotted as a function of primary energy for the cases of proton and pion projectiles.. The graphs include two curves for QGSJET, namely, the general average, and the average excluding diffractive processes. This last curve indicates clearly that the fraction of energy carried away by the leading particle is sensibly lower than in every other case R. Luna, A Zepeda Departamento de Física, CINVESTAV-IPN, Av. IPN 2508, Col. San Pedro Zacatenco, México DF, México. C. A. García Canal and S. J. Sciutto Departamento de Física and IFLP/CONICET, Universidad Nacional de La Plata, C. C La Plata, Argentina.