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Collapsed cone convolution and analytical anisotropic algorithm dose calculations compared to VMC++ Monte Carlo
F Hasenbalg1, H Neuenschwander, R Mini
1Division of Medical Radiation Physics, Insel Hospital, University of Berne, Switzerland. hasenbalg@ams.unibe.ch
Comparing dose calculation algorithms for radiotherapy, collapsed cone convolution (CCC) showed better accuracy than anisotropic analytic algorithm (AAA) against Monte Carlo simulations, though AAA is faster for clinical use.
Area of Science:
- Medical Physics
- Radiation Oncology
- Computational Dosimetry
Background:
- Accurate dose calculation is crucial for effective radiotherapy planning.
- Clinical cases with large density inhomogeneities pose challenges for dose algorithms.
- Newer algorithms aim to improve accuracy over traditional methods like pencil beam convolution (PBC).
Purpose of the Study:
- To quantify dose distribution differences between modern algorithms and a benchmark Monte Carlo method.
- To evaluate the performance of anisotropic analytic algorithm (AAA) and collapsed cone convolution (CCC) in clinical scenarios.
- To compare dose calculation accuracy in lung and breast cancer cases with density variations.
Main Methods:
- Comparison of dose distributions from AAA, CCC, and Voxel Monte Carlo (VMC++) algorithms.
- Analysis of static field irradiations at 6 MV and 15 MV.
- Study of five clinical cases (3 lung, 2 breast) with large density inhomogeneities.
Main Results:
- CCC demonstrated superior accuracy compared to AAA when benchmarked against VMC++.
- AAA offers a balance of accuracy and speed, making it suitable for routine clinical use.
- Dose differences in the planning target volume (PTV) were small (0.4% in lung, -1.3% in breast).
Conclusions:
- CCC is more accurate than AAA for complex cases, but AAA is a practical choice for routine planning.
- PTV coverage and dose homogeneity are more sensitive to calculation accuracy in lung cases.
- Monte Carlo simulations provide a reliable benchmark for evaluating radiotherapy dose calculation algorithms.
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