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Second cancer risk after 3D-CRT, IMRT and VMAT for breast cancer

Abstract Purpose Second cancer risk after breast conserving therapy is becoming more important due to improved long term survival rates. In this study, we estimate the risks for developing a solid second cancer after radiotherapy of breast cancer using the concept of organ equivalent dose (OED). Mat...

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Published in:Radiotherapy and oncology 2014-03, Vol.110 (3), p.471-476
Main Authors: Abo-Madyan, Yasser, Aziz, Muhammad Hammad, Aly, Moamen M.O.M, Schneider, Frank, Sperk, Elena, Clausen, Sven, Giordano, Frank A, Herskind, Carsten, Steil, Volker, Wenz, Frederik, Glatting, Gerhard
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Language:English
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Summary:Abstract Purpose Second cancer risk after breast conserving therapy is becoming more important due to improved long term survival rates. In this study, we estimate the risks for developing a solid second cancer after radiotherapy of breast cancer using the concept of organ equivalent dose (OED). Materials and methods Computer-tomography scans of 10 representative breast cancer patients were selected for this study. Three-dimensional conformal radiotherapy (3D-CRT), tangential intensity modulated radiotherapy (t-IMRT), multibeam intensity modulated radiotherapy (m-IMRT), and volumetric modulated arc therapy (VMAT) were planned to deliver a total dose of 50 Gy in 2 Gy fractions. Differential dose volume histograms (dDVHs) were created and the OEDs calculated. Second cancer risks of ipsilateral, contralateral lung and contralateral breast cancer were estimated using linear, linear-exponential and plateau models for second cancer risk. Results Compared to 3D-CRT, cumulative excess absolute risks (EAR) for t-IMRT, m-IMRT and VMAT were increased by 2 ± 15%, 131 ± 85%, 123 ± 66% for the linear-exponential risk model, 9 ± 22%, 82 ± 96%, 71 ± 82% for the linear and 3 ± 14%, 123 ± 78%, 113 ± 61% for the plateau model, respectively. Conclusion Second cancer risk after 3D-CRT or t-IMRT is lower than for m-IMRT or VMAT by about 34% for the linear model and 50% for the linear-exponential and plateau models, respectively.
ISSN:0167-8140
1879-0887
DOI:10.1016/j.radonc.2013.12.002