Spherical boundary for USRBDX?

From: Bertrand H. Biritz <beb2015_at_med.cornell.edu>
Date: Thu, 03 Mar 2011 21:57:46 -0500

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Dear FLUKA forum,

I am wanting to score the energy and angular distribution of the
resulting particles punching through the box shielding of a tungsten
target when it is hit by an electron beam.

My initial thought was to surround the box shielding by a sphere and use
it to define two different regions (a spherical air region enclosed by a
box of air) and then use those for the USRBDX estimator. I am somewhat
confused though if this would work :)

After running the example in the manual I thought the way this estimator
works is by requiring a straight boundary crossing surface and then you
have concentric cones representing the angular binning emanating from
the crossing surface (see attachment, if a .png can remain in the
thread). I used USERDUMP and SimpleGeo to visually do an energy scan and
compare this with the data in the *sum.lis output file
this also helped me understand why the maximum steradian is 2*pi.

I came across a post in 2003 where a neutron source was enclosed by
numerous spheres and a USRBDX was used then, although it only had one
angular bin. When I increased to two bins I still only got one value in
the "pi" steradian bin and nothing in the "2*pi" bin.

Could someone point me to an example or be kind enough to take the time
to tell me whether my understanding of needing a non-curved surface for
USRBDX is correct?

Also, how would I go about measuring the angular and energy distribution
all around the target? Should I define a boundary on each side of the
box shielding? Or should I use two USRYIELD estimators, one for energy
and another for angle?

On a side note, if the energy range used by USRBDX is for the kinetic
energy of the particles, how would one measure the fluence of photons or
is that a non-sensical question?

Sincerely,
Bertrand

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--Boundary_(ID_aZ+vnFmAqNn2/zZEM/Talw)--
Received on Fri Mar 04 2011 - 15:40:47 CET

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