Related Experiment Videos
Do we need Monte Carlo treatment planning for linac based radiosurgery? A case study
1Department of Radiation Therapy, Medical College of Ohio, Toledo 43614, USA. Akomanduri@mco.edu
Summary
Conventional dose algorithms are sufficient for radiosurgery treatment planning, accurately calculating dose distributions. Monte Carlo methods are unnecessary for stereotactic radiosurgery due to sufficient accuracy of conventional algorithms.
Area of Science:
- Medical Physics
- Radiation Oncology
- Computational Dosimetry
Background:
- Conventional dose calculation algorithms in radiation therapy have limitations, particularly in accounting for lateral radiation transport.
- Accurate dosimetric data for small beams, crucial for stereotactic radiosurgery (SRS), are difficult to obtain, impacting conventional algorithm accuracy.
- Monte Carlo (MC) treatment planning offers a potentially more accurate alternative for SRS dose calculations.
Observation:
- This study investigated MC treatment planning using the OMEGA code system for SRS in two clinical cases with different collimator sizes and lesion locations.
- Dose distributions from MC plans were compared against a conventional algorithm based on Tissue Maximum Ratio (TMR)/Off Axis Ratio (OAR) formalism.
- The conventional algorithm showed accurate relative dose distributions compared to MC calculations, with minor absolute dose overestimations at the isocenter.
Findings:
- Without inhomogeneity correction, the conventional algorithm provided accurate relative dose distributions for SRS.
- Absolute dose overestimation by the conventional algorithm was 1.5% and 2.6% for the studied cases.
- Inhomogeneity correction using the ratio of TMRs significantly reduced overestimation without altering relative dose distributions.
Implications:
- Conventional dose algorithms are deemed sufficient for stereotactic radiosurgery treatment planning.
- Monte Carlo-based treatment planning for SRS may be unwarranted given the accuracy of conventional methods with appropriate corrections.
- Further validation of conventional algorithms with inhomogeneity corrections in SRS is supported by these findings.