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PENELOPE: brief overview and benchmark simulations

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Title: PENELOPE: brief overview and benchmark simulations


1
PENELOPE brief overview and benchmark simulations
  • Francesc Salvat
  • José M. Fernández-Varea
  • Josep Sempau
  • Eduardo Acosta

2
What is PENELOPE?
Subroutine package (FORTRAN 77)
  • Monte Carlo simulation of the coupled transport
    of e and ?
  • Energy range from 100 eV to 1 GeV
  • Arbitrary material systems
  • Full Class II algorithm
  • detailed simulation of ? interactions
  • mixed simulation of e interactions

3
Photon interactions
4
Incoherent (Compton) scattering
5
Electron positron interactions
6
Bremsstrahlung emission
7
Inner-shell ionization by electron impact
Distorted-wave Born approx. cross sections
8
Atomic relaxation
Ionization of outer shells (M, N, ) secondary
e no fluorescent radiation
Ionization of inner shells (K, L1, L2,
L3) secondary e fluorescent radiation (x-ray
or Auger e )
9
Mixed simulation algorithm
Hard collisions ? gt? c , W gtWc soft events ?
lt? c , W ltWc
Recipe
Then, in a step of length
we have (on average)
and
10
Random-hinge method
  • Multiple-scattering moments are accurately
    reproduced
  • Easy to implement for the MW DCS
  • Interface crossing poses no difficulty
  • The energy dependence of Ss and ?s2 is easily
    implemented
  • Variation of the hard mfp with energy is
    accounted for by fictitious ? interactions
    (defining smax)
  • Angular deflections in soft inelastic events are
    incorporated

11
Stability (i)
12
Stability (ii)
13
Auxiliary tools
  • Geometry package PENGEOM
  • Geometry viewers
  • Variance-reduction techniques
  • Simulation in static electric magnetic fields
  • Program SHOWER

14
(No Transcript)
15
Benchmark simulations
Backscattering coefficients
16
Energy distributions of backscattered electrons
17
Transmission coefficients
18
Positron implantation
19
Depth-dose functions
20
Bremsstrahlung photon energy distributions
21
EPMA x-ray spectra
22
Summary
  • Freely available from the NEA Data Bank
  • http//www.nea.fr
  • We have written ample documentation
  • http//www.nea.fr/lists/penelope.html
  • Over 200 copies of the program have been
    distributed
  • PENELOPE is the basis of multiple papers and PhD
    theses
  • Some of the models will be implemented in Geant4
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