INTERACTING SUSY PARTICLES AT HADRON COLLIDERS
INTERACTING SUSY PARTICLES AT HADRON COLLIDERS
复制标题
强子对撞机上的多相粒子相互作用
DOI:
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发表时间:
1994
期刊:
影响因子:
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通讯作者:
P. Zerwas
中科院分区:
文献类型:
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作者:
J. Ohnemus;T. Walsh;P. Zerwas
Non–strongly interacting supersymmetric particles – sleptons, charginos, neutralinos, and charged Higgs bosons – are difficult to detect at the Large Hadron Collider. We therefore examine the possibility of producing particles of this type in virtual γγ collisions at the LHC. Since photons can be emitted from protons which do not break up in the radiation process, very clean events can be generated, compensating to some extent for the small event numbers. Higher rates are expected, at the expense of stray hadrons, for events in which one or two protons break up. 1 γγ Luminosities Colored supersymmetric particles – squarks and gluinos – will be produced copiously at the Large Hadron Collider (LHC) [1]. The mass range up to about 2 TeV can be investigated in this sector. Non–strongly interacting supersymmetric particles – sleptons, charginos/neutralinos, and charged Higgs bosons – can be easily detected at ee colliders. However, it is much more challenging to find these particles at hadron colliders. The Drell–Yan and gg fusion mechanisms yield low production rates for these particles, futhermore, the processes of interest are embedded in a complicated, jet-filled environment. Charged Higgs bosons can be observed as decay products of top quarks if their mass is sufficiently small. Cascade decays of squarks and gluinos can lead to final states which include charginos and neutralinos. However, the analysis of cascades containing several types of unknown particles is not a simple experimental task. Thus one may wonder whether other reactions could be exploited to supplement these experimental searches. In this note we examine the possibility of searching for non–strongly interacting SUSY particles in γγ collisions at hadron colliders. The disadvantage of this method is obviously the low γγ luminosity, suppressed essentially by two powers of α and counterbalanced only partly by large logarithmic enhancement factors. However, the disadvantage of the low production rates is compensated to some extent by the simple topology of the initial state and the potentially clean environment of the final state. If the high energy photons are emitted without breaking up the initial protons in the radiation process or by exciting low-mass states, the situation is experimentally simple. Since the protons or the low mass hadron beam fragments continue travelling in the beam directions, a clean virtual photon beam will be generated. The transverse momentum of the photon is cut off by the radius of the proton (or some other smaller but fixed radius for low mass fragments) so that the photon spectrum is scale–invariant. The γγ luminosity based on the strictly elastic channel pp → pp+γγ is shown by the curve labeled [e∗e] in Fig. 1. For small photon energies the spectrum of photons emitted from protons is given by fγ/p(x) = α π 1 x log (