Problem 406

Summary: Angular distribution of the Low Energy Rayleigh scattering
Product: Geant4 Reporter: simmax
Component: processes/electromagnetic/lowenergyAssignee: longof
Status: RESOLVED FIXED    
Severity: major CC: simmax
Priority: P1    
Version: 4.1   
Hardware: PC   
OS: Linux   

Description simmax 2002-09-04 11:14:52 CEST
Simulated configuration where the problem arose: we defined a monodirectional
and monochromatic photon beam (100 keV) with normal incidence on an iron plate.
We were interested in verifying the spatial distribution (behind the plate) of
singularly Rayleigh-scattered photons.  We observed that the photons that
undergo Rayleigh effect in the plate and are afterwards counted behind the plate
don't fit the shape of the theoretical Rayleigh differential-in-angle cross
section. The number of Rayleigh-scattered photons is too high at small angle
values. The problem could come from the value of the form factor used when the
momentum transfer parameter x is below 1e5 cm-1 (the first non-zero value in the
tabulated data). There seems to be a discontinuity in the obtained photon flux
profile corresponding to x=1e5 cm-1. The problem has been observed for other
energies (for example 1 MeV).
We are a research team at INSA-Lyon scientific and technical university and we
develop a simulation code devoted to x-ray imaging techniques. We use GEANT4 to
verify our results and to assess the role of scattering in the x-ray image
formation process.
If you consider that you will need all the information concerning our
simulation, please tell us and we will provide all the details. Thank you very
much.
 Nicolas Freud and Simona Pistrui
Comment 1 pia 2002-09-23 10:27:59 CEST
Dear Dr. Pistrui and Dr. Freud,
we would very much appreciate if you could provide us detailed information on
your simulation, that would greatly help us investigating your problem.
I will assign this problem report to one of our developers (F. Longo), expert
in the domain of angular distribution of photon processes; he will take care of
it, and may contact you in the next days.
Best regards,
Maria Grazia Pia
Comment 2 francesco.longo 2002-10-23 12:42:59 CEST
The solution of the problem could take more study on the angular distribution.
Comment 3 francesco.longo 2002-10-23 12:43:59 CEST
The problem requires a careful study of the angular distribution.
Comment 4 francesco.longo 2002-12-06 02:01:59 CET
The problem has been solved by G.Depaola with a correct method to sample the
form factor.