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THE USE OF MCNP CODE FOR RADIATION TRANSPORT AND DOSIMETRY CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS Abdullah Al Kafi, Nabil Maalej, Akhtar Abbas Naqvi Physics Department, King Fahd University of Petroleum and Minerals, Dhahran 31261, Saudi Arabia. Introduction.

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THE USE OF MCNP CODE FOR RADIATION TRANSPORT AND DOSIMETRY CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTSAbdullah Al Kafi, Nabil Maalej, Akhtar Abbas NaqviPhysics Department, King Fahd University of Petroleum and Minerals, Dhahran 31261, Saudi Arabia

Introduction CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

• Monte Carlo simulation is a stochastic technique that uses random numbers and probability statistics to obtain an answer

• First Developed for the Manhattan Project at the Los Alamos National laboratory during World War II.

• Used for particle transport and interaction with matter as well as radiation protection and dosimetry

• We use Monte Carlo code MCNP 4B/C

for our class projects

MCNP Code CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

• MCNP is a general purpose Monte Carlo n-particle transport code used for neutron, photon and electron transport

• Neutron energy (l0 MeV to 20 MeV)

• Photon and electron energies (1 keV to 1 GeV).

MCNP Setup CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Input file :

• Geometry specification

• Materials selection and properties

• The location and characteristics of the neutron, photon, or electron source

• Output desired (tallies )

• Any variance reduction techniques used to improve efficiency

MCNP Class Project I CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

• Radiological Physics and Dosimetry Course (MEPH 561)

• Class Project: Dose distributions in different geometries that simulate human chest, head and leg

Rectangular Geometry to Simulate the Chest CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Spherical Geometry to Simulate Head CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Cylindrical Geometry to Simulate Thigh CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Theoretical Calculations CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Under charged particle equilibrium, the absorbed dose (D) to a medium can be calculated from the energy fluence  and the mass energy absorption coefficient ;

For an ideal broad-beam geometry, the radiant energy of uncharged particles striking the detector through the attenuator at depth x is:

If a source emits N photons isotropically, the energy flounce at a distance r from the source and at a depth x in the attenuator;

Then the absorbed dose can be approximated by:

Depth-Dose Distribution for Chest Simulation CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Depth-Dose Distribution for Head Simulation CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

Depth-Dose Distribution for Leg Simulation CALCULATIONS IN TRAINING MEDICAL PHYSICS STUDENTS

MCNP Class Project II as a Function of Depth

• Radiotherapy Physics (MEPH 566)

• Class Project: Percent Depth Dose (PDD) in a water phantom due to the photons emitted from a cobalt-60 source

Geometry for Calculating Percent Depth Dose as a Function of Depth(Not True scale)

Source

10 cm

5 cm Lead Collimator

80 cm

10 cm

30 cm

Water Phantom

30 cm

Percent Depth Dose (PDD): as a Function of Depth

Percent depth dose (PDD): Percentage of the absorbed dose at any depth d to the maximum absorbed dose at reference depth dmax, along the central axis of the beam:

Summary of Observations as a Function of Depth

• Variations are observed in percent depth dose curve between MCNP and published data at higher depths

• These variations are due to the statistical error in calculating the dose from the small number of particles reaching the detector at higher depths

Conclusion as a Function of Depth

• We used Monte Carlo Simulation To simulate Particle Transport and interaction with matter in 2 Medical Physics class projects

• Students learned MCNP a very powerful tool for research and development

• We are using MCNP to optimize grid design in mammography

Thank you as a Function of Depth