Difference between revisions of "X-talk between n-dets"

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and the following number of protons:
 
and the following number of protons:
 
Protons should not be there due to incorrectly adjusted EM physics part of geant4. See Part II below.
 
  
 
[[File:protons_noShield.png | 400px]]
 
[[File:protons_noShield.png | 400px]]
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The energy spectrum of all possible particles entering the analysing detector after adding  2 layers of 1" lead placed at the sides of the 2" borated poly is presented below:
 
The energy spectrum of all possible particles entering the analysing detector after adding  2 layers of 1" lead placed at the sides of the 2" borated poly is presented below:
  
[[File:all_particles_2inBorPoly2inPb.png | 400px]]
+
[[File:all_particl[[File:Espectrum_incident_neutrons.png | 400px]]es_2inBorPoly2inPb.png | 400px]]
  
 
Out of the cumulative particle energy spectrum we have the following number of neutrons:
 
Out of the cumulative particle energy spectrum we have the following number of neutrons:
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'''Part II'''
 
'''Part II'''
  
Experimental setup simulated. Neutron detectors are in red, shielded with 2" Pb on the top (cyan). There are 2" Pb+ 2" borated poly (in green) + 2" Pb in between the detectors. Substrate is made of 0.5 m concrete. Reflectors on the sides are made of 20 cm concrete blocks also. Air is around the whole setup. In the picture below one can see one neutron event generated in the first neutron detector filled with BC-420. The second detector was used to detect the particles that could make through the shielding and possibly produce a false coincidence signal:
+
Experimental setup simulated. Neutron detectors are in red, shielded with 2" Pb on the top (cyan). There are 2" Pb+ 2" borated poly (in green) + 2" Pb in between the detectors. Substrate is made of 0.5 m concrete. Reflectors on the sides are made of 20 cm concrete blocks also. Air is around the whole setup. In the picture below one can see one neutron event generated in the first neutron detector filled with BC-420. The second detector (filled with vacuum and efficiency 100 %) was used to detect the particles that could make through the shielding and produced a false coincidence signal:
  
  
 
[[File:Detector_shielding_setup2.png | 400px]]
 
[[File:Detector_shielding_setup2.png | 400px]]
  
Neutron energy spectrum detected by second neutron detector (<math>\epsilon=100%</math> and vacuum inside) in the case when two neutron souces were used: (1) isotropic (iso) volume neutron source inside the first neutron detector filled with BC-420, (2) directed neutron source when neutrons hit the first detector filled with BC-420 perpendicularly to its surface (this source was placed inside the shielding so no scattering initially by Pb shielding):  
+
The energy spectrum of neutrons used in this simulation looked like with different angular distributions (isotropic and directed):
  
[[File:neutrons_iso_dericted.png | 400px]]
+
[[File:Espectrum_incident_neutrons.png | 400px]]
  
The spectrum of neutrons used in this simulation looked like:
+
Total number of neutrons initially sampled was <math>10^5</math>. Neutron energy spectrum detected by second neutron detector (<math>\epsilon=100%</math> and vacuum inside) in the case when two neutron souces were used: (1) isotropic (iso) volume neutron source inside the first neutron detector filled with BC-420, (2) directed neutron source when neutrons hit the first detector filled with BC-420 perpendicularly to its surface (this source was placed inside the shielding so no scattering initially by Pb shielding):  
  
[[File:Espectrum_incident_neutrons.png | 400px]]
+
[[File:neutrons_iso_dericted.png | 400px]]
  
Photons were generated through <math>(n,\gamma)</math> reaction on the materials of borated poly and concrete:
+
Photons were generated through <math>(n,\gamma)</math> reaction on the materials of borated poly and concrete. Energy spectrum of the photons is presented below for both types of neutron sources:
  
 
[[File:photons_iso_dericted.png | 400px]]
 
[[File:photons_iso_dericted.png | 400px]]
  
All particles that hit the second detector had the following energy spectrum:
+
Cumulative energy spectrum of all particles that hit the second detector had the following energy spectrum:
  
 
[[File:total_iso_dericted.png | 400px]]
 
[[File:total_iso_dericted.png | 400px]]
 +
 +
According to the simulation the cross talk effect <math>(X_t)</math> can be defined in the following way. Assuming that both detectors had 100 % efficiency, i.e. all the particles that hit the detector volume produced detectable signal, and 0 keV energy threshold the <math>X_t(iso)=\frac{N^{n+\gamma}_{detected}}{N^{in}_n} = \frac{1115}{10^5} \approx 1.1 %</math>

Latest revision as of 16:09, 8 June 2015

Behaviour of lead and borated poly under the neutron radiation:

File:Borated poly sim.pdf

File:Lead shield.pdf

The simulation of the cross talk between two neutron detectors was performed using GEANT4 program. The simulated detector layout is shown below:

Detector shielding setup.png

The following stages of simulation of the x-talk were considered:

1) the x-talk effect is due to the acceptance of the analysing detector, i.e. there was no shielding in between the two detectors;

2) only 2" of borated poly (5%) was placed in between;

3) borated poly was placed in between two layers of 1" lead layers;

4) 2 cm Al layer was added to the shielding described in stages 1)-3) from the side of the analysing detector.

The number of incident particle (neutrons) was [math]10^5[/math] and their energy spectrum is shown below:

Espectrum incident neutrons.png

Neutrons were incident uniformly over the surface of one of the neutron detectors normally to the surface w/o hitting the shielding and the analysing detector such that we have pure x-talk effect due to neutron interaction with the material BC-420 of the neutron detector being irradiated. The analysing detector detected all the particles scattered/produced in the shielding/BC-420.

Stage 1 of the simulation

The energy spectrum of all possible particles entering the analysing detector is presented below:

All particles noShield.png

Out of the cumulative particle energy spectrum we have the following number of neutrons:

Neutrons noShield.png

the following number of photons:

Photons noShield.png

and the following number of protons:

Protons noShield.png

Stage 2 of the simulation

The energy spectrum of all possible particles entering the analysing detector after placing 2" of borated poly in between the detectors is presented below:

All particles 2inBorPoly.png

Out of the cumulative particle energy spectrum we have the following number of neutrons:

Neutrons 2inBorPoly.png

the following number of photons (photon peak ~2.2MeV can be seen as a result of neutron capture reaction):

Photons 2inBorPoly.png

and the following number of protons:

Protons should not be there due to incorrectly adjusted EM physics part of geant4. See Part II below.


Protons 2inBorPoly.png

Stage 3 of the simulation

The energy spectrum of all possible particles entering the analysing detector after adding 2 layers of 1" lead placed at the sides of the 2" borated poly is presented below:

[[File:all_particlEspectrum incident neutrons.pnges_2inBorPoly2inPb.png | 400px]]

Out of the cumulative particle energy spectrum we have the following number of neutrons:

NO neutrons observed.

the following number of photons:

Photons 2inBorPoly2inPb.png

and the following number of protons:

Protons 2inBorPoly2inPb.png

Protons should not be there due to incorrectly adjusted EM physics part of geant4. See Part II below.


Stage 4 of the simulation

The energy spectrum of all possible particles entering the analysing detector after adding 2 cm of Aluminium to 2 layers of 1" lead placed at the sides of the 2" borated poly is presented below:

All particles 2inBorPoly2inPb2cmAl2.png

NO neutrons observed.

the following number of photons:

Photons 2inBorPoly2inPb2cmAl.png

and the following number of protons:

Protons should not be there due to incorrectly adjusted EM physics part of geant4. See Part II below.

Protons 2inBorPoly2inPb2cmAl.png

Future work

Now we should see the correlation of the energy lost per particle for the given event to understand how many particles will produce energy loss in both detectors high enough to be considered as a source of cross talk. Also the effect of interaction of bremsstrahlung radiation with the material of the neutron detector and the corresponding cross talk should be considered.

Part II

Experimental setup simulated. Neutron detectors are in red, shielded with 2" Pb on the top (cyan). There are 2" Pb+ 2" borated poly (in green) + 2" Pb in between the detectors. Substrate is made of 0.5 m concrete. Reflectors on the sides are made of 20 cm concrete blocks also. Air is around the whole setup. In the picture below one can see one neutron event generated in the first neutron detector filled with BC-420. The second detector (filled with vacuum and efficiency 100 %) was used to detect the particles that could make through the shielding and produced a false coincidence signal:


Detector shielding setup2.png

The energy spectrum of neutrons used in this simulation looked like with different angular distributions (isotropic and directed):

Espectrum incident neutrons.png

Total number of neutrons initially sampled was [math]10^5[/math]. Neutron energy spectrum detected by second neutron detector ([math]\epsilon=100%[/math] and vacuum inside) in the case when two neutron souces were used: (1) isotropic (iso) volume neutron source inside the first neutron detector filled with BC-420, (2) directed neutron source when neutrons hit the first detector filled with BC-420 perpendicularly to its surface (this source was placed inside the shielding so no scattering initially by Pb shielding):

Neutrons iso dericted.png

Photons were generated through [math](n,\gamma)[/math] reaction on the materials of borated poly and concrete. Energy spectrum of the photons is presented below for both types of neutron sources:

Photons iso dericted.png

Cumulative energy spectrum of all particles that hit the second detector had the following energy spectrum:

Total iso dericted.png

According to the simulation the cross talk effect [math](X_t)[/math] can be defined in the following way. Assuming that both detectors had 100 % efficiency, i.e. all the particles that hit the detector volume produced detectable signal, and 0 keV energy threshold the [math]X_t(iso)=\frac{N^{n+\gamma}_{detected}}{N^{in}_n} = \frac{1115}{10^5} \approx 1.1 %[/math]