Ministère de la Recherche,

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Presentation transcript:

Ministère de la Recherche, Hadronic Physics 3 Cours Geant4 @ Paris 2007 4 au 8 juin 2007,  Ministère de la Recherche,  Paris, France Gunter Folger Geant4 V8.3

Outline String Models Chiral Invariant Phase Space (CHIPS) model quark-gluon string, Fritiof fragmentation Chiral Invariant Phase Space (CHIPS) model Other models capture fission isotope production Acknowledgement: Slides are a close copy of slides prepared by Dennis Wright for Geant4 course held at SLAC, May 2007 2

String Models For incident p, n, K 10GeV < E < 50 TeV Model handles: selection of collision partners formation and excitation of strings string hadronization Damaged nucleus remains. Another Geant4 model must be added for nuclear fragmentation and de- excitation pre-compound model, or CHIPS for nuclear fragmentation QGS also used for high energy nuclear interaction 3

String Model Algorithm Build up 3-dimensional model of nucleus Large -factor collapses nucleus to 2 dimensions Calculate impact parameter with all nucleons Calculate hadron-nucleon collision probabilities use Gaussian density distributions for hadrons and nucleons String formation and fragmentation into hadrons Eiconal model: 4

Longitudinal String Fragmentation String extends between constituents Break string by inserting q-qbar pair according to u : d : s : qq = 1 : 1 : 0.27 : 0.1 At break -> new string + hadron Created hadron gets longitudinal momentum from sampling fragmentation functions Gaussian Pt , <Pt2> = 0.5 GeV

Quark Gluon String Model Two or more strings may be stretched between partons within hadrons strings from cut cylindrical Pomerons Parton interaction leads to color coupling of valence quarks sea quarks included too Partons connected by quark gluon strings, which hadronize 6

Fritiof Model Similar to Quark-Gluon string model, except no partons are exchanged between projectile and target only momentum is exchanged: has a different set of string fragmentation functions 7

Diffraction Both QGS and FTF models include diffraction projectile or target or both break up into hadrons amount of diffraction is adjusted empirically 8

QGSM - Results pi- Mg  pi+ X , Plab 320 GeV/c Pt2 [GeV2] Rapidity 9

Chiral Invariant Phase Space (CHIPS) Origin: M.V. Kosov (CERN, ITEP) Use: capture of negatively charged hadrons at rest anti-baryon nuclear interactions gamma- and lepto-nuclear reactions back end (nuclear fragmentation part) of QGSC model 10

CHIPS Fundamental Concepts Quasmon: an ensemble of massless partons uniformly distributed in invariant phase space a 3D bubble of quark-parton plasma can be any excited hadron system or ground state hadron Critical temperature TC : model parameter which relates the quasmon mass to the number of its partons: M2Q = 4n(n-1)T2C => MQ ~ 2nTC TC = 180 – 200 MeV Quark fusion hadronization: two quark-partons may combine to form an on-mass-shell hadron Quark exchange hadronization: quarks from quasmon and neighbouring nucleon may trade places 11

CHIPS Applications u,d,s quarks treated symmetrically (all massless) model can produce kaons, but s suppression parameter is needed, suppression parameter also required real s-quark mass is taken into account by using masses of strange hadrons CHIPS is a universal method for fragmentation of excited nuclei (containing quasmons). Unique, initial interactions were developed for: interactions at rest such as - capture, pbar annihilation gamma- and lepto-nuclear reactions hadron-nuclear interaction in-flight are in progress Anti-proton annihilation on p and  capture at rest in a nucleus illustrate two CHIPS modelling sequences 12

Modeling Sequence for Proton – antiproton Annihilation (1) quasmon final state hadron anti-proton residual quasmon last two hadrons second final state hadron

Modeling Sequence for - Capture at Rest in a Nucleus (1) quasmon nucleon cluster - nucleon cluster nucleon cluster quasmon disappears, nuclear evaporation begins

Modeling Sequence for  Capture at Rest in a Nucleus (2) pion captures on a subset or cluster of nucleons resulting quasmon has a large mass, many partons capture probability is proportionalto number of clusters in nucleus 3 clusterization parameters determine number of clusters both quark exchange and quark fusion occurs only quarks and diquarks can fuse mesons cannot be produced, so quark-anti-quark cannot fuse as in p-pbar case because q-qbar fusion is suppressed, quarks in quasmon exchange with neighboring nucleon or cluster produces correlation of final state hadrons 15

Modeling Sequence for  Capture at Rest in a Nucleus (3) some final state hadrons escape nucleus, others are stopped by Coulomb barrier or by over-barrier reflection hadronization continues until quasmon mass reaches lower limit mmin in nuclear matter, at this point nuclear evaporation begins if residual nucleus is far from stability, a fast emission of p, n, is made to avoid short-lived isotopes 16

Validation of CHIPS Model for Pion Capture at Rest on Tantalum 17

Capture Processes 18 At rest capture on nuclei G4MuonMinusCaptureAtRest G4PionMinusAbsorptionAtRest G4KaonMinusAbsorption G4AntiProtonAnnihilationAtRest G4AntiNeutronAnnihilationAtRest In flight G4HadronCaptureProcess uses following models: G4LCapture (mainly for neutrons) G4NeutronHPCapture (specifically for neutrons) 18

Fission Processes 19 G4HadronFissionProcess can use three models: G4LFission (mostly for neutrons) G4NeutronHPFission (specifically for neutrons) G4ParaFissionModel New spontaneous fission model from LLNL available soon 19

Isotope Production 20 Useful for activation studies Covers primary neutron energies from 100 MeV down to thermal Can be run parasitically with other models G4NeutronIsotopeProduction is currently available G4ProtonIsotopeProduction not yet completed To use: G4NeutronInelasticProcess nprocess; G4NeutronIsotopeProduction nmodel; nprocess.RegisterIsotopeProductionModel(&nmodel); Remember to set environment variable to point to G4NDL (Geant4 neutron data library) 20

Summary Two string models (QGS, FTF) are provided for high energy (>20 GeV) interactions The Chiral Invariant Phase Space model is available for: capture at rest anti-baryon annihilation gamma and lepto-nuclear interactions nuclear de-excitation Other models/processes available include: capture at rest and in flight fission neutron-induced isotope production 21