Aspects of fast-ion dosimetry

Citation
H. Bichsel et al., Aspects of fast-ion dosimetry, RADIAT RES, 153(2), 2000, pp. 208-219
Citations number
39
Categorie Soggetti
Experimental Biology
Journal title
RADIATION RESEARCH
ISSN journal
00337587 → ACNP
Volume
153
Issue
2
Year of publication
2000
Pages
208 - 219
Database
ISI
SICI code
0033-7587(200002)153:2<208:AOFD>2.0.ZU;2-E
Abstract
A first step in the dosimetry of fast-ion beams is the determination of acc urate Bragg (ionization) functions. Bragg functions for several substances have been measured and calculated for 3480 MeV carbon ions. In the measurem ents, the ions first traverse an absorber in which the energy is reduced to either 1900 or 1200 MeV, then a "range gauge" followed by a thin ionizatio n chamber. Functions are calculated with an analytical method using convolu tions of straggling functions, This approach gives results without the stoc hastic variations implicit in Monte Carlo methods. The comparison of measur ed and calculated functions shows how reliable the calculations are. An imp ortant part of the calculations is the determination of the total range of the ions, The range can be determined from the Bragg function. The measured range is given by the sum of the thickness of the absorber and the residua l range measured with the range gauge. For water, the range is about 150 mm , and the precision of the measurements is +/-0.05 mm. Because the ion ener gy at the surface of the absorber fluctuates with time, measurements with w ater are used to define this energy. Thus the ranges (or average stopping p owers) in absorbers are obtained relative to those in water. Measured range s R-m are compared with ranges R-0 calculated with a current version of the Bethe theory. For light absorbers (atomic number Z < 20), differences betw een R-m and R-0 are less than +/-0.3 mm; for Z > 20 differences are between 0 and +/-0.6 mm, This agreement between calculated and measured ranges con firms the value I = 80 eV for water measured earlier for protons. The ioniz ation by nuclear fragments is obtained from the difference between measured and calculated ionization functions, and has little influence on the range s of the primary ions. (C) 2000 by Radiation Research Society.