Difference between revisions of "CodyMilne G4Proj"
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| + | Ration of photoelectric cross section to compton scattering is ~100. | ||
1-D plot of events for each step as function of Z | 1-D plot of events for each step as function of Z | ||
Revision as of 22:07, 17 February 2016
Photon Energy deposition in a pure Ge crystal
Here are is the mass attenuation cross sections for Germanium ---
Determine the deposition of photons ranging in energy from 10 eV to 3 MeV in a pure Germanium crystal assuming an infinite block.
Attenuation coefficient about 1/5.323 cm = 0.19 cm or about 2 mm to maybe 2 cm?
Create file containing Photon Energy, ProcessID, step #, Energy Lost, Position for each step a photon takes through the Germanium crystal.
| Date | Time |
| 1/26/16 | 1 hour |
| 1/27/16 | 1 hour |
| 1/29/16 | 1 hour |
| 2/4/16 | 1 hour |
| 2/5/16 | 3 hour |
| 2/8/16 | 2 hour |
| 2/9/16 | 2 hour |
| 2/10/16 | 1 hour |
| 2/11/16 | 2 hour |
| 2/14/16 | 2 hour |
| 2/16/16 | 2.5 hour |
Results of energy loss in Germanium
Why do SN>1 photons loose energy at Z = -9000?
10 eV
Ration of photoelectric cross section to compton scattering is ~100.
1-D plot of events for each step as function of Z
1-D plot of the energy deposited for each step as function of Z
100 eV
Start with = 100 eV
1 keV
Start with = 1 keV
10 keV
Start with = 10 keV
100 keV
Start with = 100 keV
500 keV
Start with = 500 keV
Change units on Y-axis to Energy (eV?)
"No Backscattering" Do another plot with momentum cut Pz>0
Add 9000 to Z-position to start Ge barrier at zero
1 MeV
Start with = 1 MeV
3 MeV
Start with = 3 MeV
Runing Types
nohup ../exampleN02 run1.mac > /dev/null &
Divide canvas into 2 x 5