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Determination of the initial beam parameters in Monte Carlo linac simulation
Khaled Aljarrah1, Greg C Sharp, Toni Neicu
1Department of Physics, University of Massachusetts Lowell, Lowell, Massachusetts, USA.
This study introduces an efficient method for determining initial electron beam parameters for Monte Carlo simulations. It reduces reliance on trial-and-error, saving time and computational resources in radiotherapy.
Area of Science:
- Medical Physics
- Radiotherapy
- Computational Dosimetry
Background:
- Accurate determination of initial electron beam phase space parameters is crucial for Monte Carlo simulations and patient dose calculations in radiotherapy.
- Traditional methods rely on time-consuming trial-and-error to match calculated and measured dose distributions, requiring significant expertise and computational power.
Purpose of the Study:
- To propose an easy, efficient, and accurate method for determining initial electron beam parameters for Monte Carlo treatment planning systems (MC-TPS).
- To establish a data library approach for different linac types, simplifying linac modeling for MC-TPS users.
Main Methods:
- Developed a method based on the hypothesis that linacs belong to a limited number of types with consistent head geometry.
- MC-TPS vendors simulate treatment heads and store phase space and dose distribution data for various beam energies and radii.
- Users compare measured dose data with stored calculated distributions to find optimal initial beam energy and radius.
Main Results:
- Evaluated the method on a Varian 21EX linac using EGSNRC/BEAM and EGSNRC/DOSXYZ codes.
- Tested various cost functions for dose distribution comparison, identifying limitations of simple metrics like lateral profile slope.
- Found that statistical uncertainty necessitates accepting a range of energy/radius combinations and requires a comprehensive data set including multiple lateral profiles and central axis depth dose curves.
Conclusions:
- The proposed data library method offers an efficient and accurate alternative to traditional trial-and-error for determining initial beam parameters.
- Careful selection of cost functions and understanding the impact of statistical uncertainty are critical for successful implementation.
- A minimum data set including central axis percent depth dose and several lateral profiles at various depths is necessary for accurate linac modeling.
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