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4/27/2010 T.Gogami 花見 4/20/2010.  GEANT4 Simulation  uniform distribution  HES HKS solid angle.

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Presentation on theme: "4/27/2010 T.Gogami 花見 4/20/2010.  GEANT4 Simulation  uniform distribution  HES HKS solid angle."— Presentation transcript:

1 4/27/2010 T.Gogami 花見 4/20/2010

2  GEANT4 Simulation  uniform distribution  HES HKS solid angle

3  design  magnet  detector  distribution Monte Carlo simulation GEANT4 predict results

4 define matters EQ1 EQ2 Splitter D Magnet Detectors Target generate events e e e

5  Uniform distribution now  x’ and y’ uniform distribution at target spherical uniform distribution more realistic

6  src/HESPrimaryGeneratorAction.cc  GenParUni  uniform  GenFromFile  from seed file virtual photon brems. moller G4UniformRand() 0-1 θ, φ Current source

7 θ : 0 – 0.262 φ : 0 – π

8 r=1 [cm] θ : 0 ~ π/2 φ : -π ~ π dense !

9 φ : 0 – 2π θ : 0 – π/2

10 r=1 [cm] θ : 0 ~ π/2 φ : -π ~ π

11 r

12 input/sample.in θ, Δθ, φ, Δφ θ Δθ min max a Δa

13 θ = 0.3 ± 0.3 [rad] φ = 0 ± π [rad] θ = 0.5 ± 0.2 [rad] φ = 0 ± π [rad]

14 θ = 0.4 ± 0.3 [rad] φ = 0.5 ± π/2 [rad] works well

15 Collimator on 7.5 [msr] 5.0 [msr] HKS HES

16  Spherical uniform distribution  Solid Angle with collimator at central momenta  HES ~= 5.0 [msr]  HKS ~= 7.5 [msr] GEANT4 simulation Splitter D Magnet KQ1 KQ2 Detectors HKS 三神峯公園 4/25/2010


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