1. Relevance of Internal Bremsstrahlung photons from 90Y decay: an experimental and Monte Carlo study
- Author
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Youcef Nedjadi, Antonio Italiano, Lucrezia Auditore, Silvano Gnesin, Ernesto Amato, Frédéric Juget, and Daniele Pistone
- Subjects
Physics ,Work (thermodynamics) ,Photon ,business.industry ,Monte Carlo method ,Biophysics ,Bremsstrahlung ,General Physics and Astronomy ,General Medicine ,Electromagnetic radiation ,Spectral line ,Computational physics ,External radiation exposure ,Internal Bremsstrahlung ,Monte Carlo ,Well counter ,Yttrium-90 ,Computer Simulation ,Monte Carlo Method ,Photons ,Radiation Protection ,Ionization chamber ,Physics::Accelerator Physics ,Radiology, Nuclear Medicine and imaging ,Radiation protection ,business - Abstract
Internal Bremsstrahlung (IB) is a continuous electromagnetic radiation accompanying beta decay; however, this process is not considered in radiation protection studies, particularly when estimating exposure from beta-decaying radionuclides. The aims of the present work are: i) to show that neglecting the IB process in Monte Carlo (MC) simulation leads to an underestimation of the energy deposited in a ionization chamber, in the case of a high-energy pure beta emitter such as Yttrium-90 (90Y), and ii) to determine the most reliable choice of source term for 90Y IB to be used in MC simulations. For this radionuclide, commonly employed in nuclear medicine and radiochemistry applications, experimental data acquired with a well ionization chamber have been compared with Monte Carlo (MC) calculations carried out in the GAMOS framework. Simulations that do not include the effect of the IB process, are found to give results underestimating the experimental values by 12–14%. Consequently, two models for the IB energy spectra, previously described by Italiano et al. [1] , have been implemented using MC simulation and a good agreement has been achieved with one of them. We therefore conclude that inclusion of IB process in Monte Carlo simulation packages is advisable for a more accurate and complete treatment of electromagnetic interactions.
- Published
- 2021