Background: The low computation efficiency impeded the broad application of Monte Carlo (MC) simulation to particle therapy. The existing deep learning (DL) methods for fast dose calculation lacked physics-based interpretability, hence, may introduce additional risks, especially for the more complex carbon ion radiotherapy. Purpose: To develop and validate a multi-modal diffusion model, Diff-MC, for noise reduction of particle number limited MC dose calculation, potentially supporting better optimization and faster online adaptation for carbon ion radiotherapy. Methods: By using multi-modal data such as CT images, dose maps using a low number of primary particles and beam parameters, and so forth, Diff-MC was developed to generate a dose map adaptively based on the beam state. To enable effective inter-modal interactions, a hybrid-fusion strategy was applied to integrate the data-level, feature-level, and decision-level fusion. The model was evaluated on a highly heterogeneous dataset, including 15 000 paired beamlet data cropped from 20 CTs for training and validating, 500 paired beamlet data cropped from other 5 CTs for testing, and 500 paired beamlet data cropped from another 100 CTs for generalizability test. All datasets encompassed various geometry and beamlet physics parameters such as energy distribution and number of primary particles, and so forth. Results: Using the MC simulation based on high number of primary particles as ground-truth, the Diff-MC achieved nearly linear acceleration and high accuracy of gamma passing rate up to 99.25% under the criteria of 3 mm, 3%, 10% cutoff. The performance was significantly higher (all ) than the UNet-based models (96.17%) and transformer-based models (97.81%). The accuracy achieved by Diff-MC in the generalizability test was 99.22%. The lateral dose, integral depth dose (IDD), and percentage depth dose (PDD) of Diff-MC were also more consistent with the ground-truth than that of conventional AI models. Conclusions: The proposed Diff-MC method displayed high efficiency and robustness in carbon ion dose calculation. By maintaining the physics features of MC, the results of Diff-MC were more interpretable and generalizable than the conventional AI models.
基金:
National Natural Science Foundation of
China, Grant/Award Numbers: 12275012,
12475309, 12411530076, 12581360004,
82202941; Beijing Natural Science
Foundation, Grant/Award Number: Z210008;
China International Talent Exchange
Foundation, Grant/Award Number:
JC202502001F; Fundamental Research
Funds for the Central Universities/ Clinical
Medicine Plus X - Young Scholars Project of
Peking University, Grant/Award Number:
PKU2025PKULCXQ014; National Key R&D
Program of China, Grant/Award Number:
2019YFF01014405; Inner Mongolia Science &
Technology Project Plan, Grant/Award
Number: 2022YFSH0064; The Heavy Ion
Research Facility in Lanzhou, Grant/Award
Number: HIRFL; Ministry of Education
Exchange Program for Teachers and
Students of Higher Education Institutions in
the Chinese Mainland/Hong Kong/Macao,
Grant/Award Number: 7111400072
第一作者机构:[1]Peking Univ, Sch Phys, Inst Heavy Ion Phys, State Key Lab Nucl Phys & Technol, Beijing, Peoples R China[2]Peking Univ, Dept Radiat Oncol, Key Lab Carcinogenesis & Translat Res, Minist Educ Beijing,Canc Hosp & Inst, Beijing 100142, Peoples R China[3]CAS Ion Med Technol Co Ltd, Dept Technol, Beijing 100190, Peoples R China
通讯作者:
推荐引用方式(GB/T 7714):
Zhang Jueye,Lai Youfang,Feng Haonan,et al.A multi-modal diffusion model for noise reduction of particle number limited Monte Carlo dose calculation for carbon ion radiotherapy[J].MEDICAL PHYSICS.2025,52(10):doi:10.1002/mp.70021.
APA:
Zhang, Jueye,Lai, Youfang,Feng, Haonan,Luo, Xiangde,Li, Kai-Wen...&Zhang, Yibao.(2025).A multi-modal diffusion model for noise reduction of particle number limited Monte Carlo dose calculation for carbon ion radiotherapy.MEDICAL PHYSICS,52,(10)
MLA:
Zhang, Jueye,et al."A multi-modal diffusion model for noise reduction of particle number limited Monte Carlo dose calculation for carbon ion radiotherapy".MEDICAL PHYSICS 52..10(2025)