Author:

Keywords:

Science & Technology, Technology, Life Sciences & Biomedicine, Engineering, Biomedical, Radiology, Nuclear Medicine & Medical Imaging, Engineering, radiation dosimetry, proton therapy, beam quality correction factors, Monte Carlo simulation, IONIZATION-CHAMBER DOSIMETRY, MV PHOTON, SIMULATION, PENELOPE, K(Q), CONFIGURATION, CONSISTENCY, ALGORITHM, TRANSPORT, Humans, Monte Carlo Method, Phantoms, Imaging, Protons, Radiation Dosage, Radiometry, Radiotherapy Planning, Computer-Assisted, Relative Biological Effectiveness, Uncertainty, 0299 Other Physical Sciences, 0903 Biomedical Engineering, 1103 Clinical Sciences, Nuclear Medicine & Medical Imaging, 5105 Medical and biological physics

Abstract:

This work calculates beam quality correction factors ([Formula: see text]) in both modulated and unmodulated proton beams using the Monte Carlo (MC) code [Formula: see text]. The latest ICRU 90 recommendations on key data for ionizing-radiation dosimetry were adopted to calculate the electronic stopping powers and to select the mean energy to create an ion pair in dry air ([Formula: see text]). For modulated proton beams, [Formula: see text] factors were calculated in the middle of a spread-out Bragg peak, while for monoenergetic proton beams they were calculated at the entrance region. Fifteen ionization chambers were simulated. The [Formula: see text] factors calculated in this work were found to agree within 0.8% or better with the experimental data reported in the literature. For some ionization chambers, the simulation of proton nuclear interactions were found to have an effect on the [Formula: see text] factors of up to 1%; while for some others, perturbation factors were found to differ from unity by more than 1%. In addition, the combined standard uncertainty in the MC calculated [Formula: see text] factors in proton beams was estimated to be of the order of 1%. Thus, the results of this work seem to indicate that: (i) the simulation of proton nuclear interactions should be included in the MC calculation of [Formula: see text] factors in proton beams, (ii) perturbation factors in proton beams should not be neglected, and (iii) the detailed MC simulation of ionization chambers allows for an accurate and precise calculation of [Formula: see text] factors in clinical proton beams.