Published October 1995 | Version v1
Journal article

Mathematical model of the depth curve taking into account the entrance and exit problems

Description

The central axis depth dose for high energy X-rays and γ-rays beams used in radiotherapy is a function of the photons energy, source-surface distance and field size. The standard depth-dose for an homogeneous medium clearly presents three different regions: one near the entrance surface, other near the exit surface and a third one in between. It is the purpose of the authors to present in this work a methodology for a general mathematical model that explains the globality of the absorbed dose curves, taking into account the build-up region (entrance surface) and the lack of backscattering at the exit surface. In this model all the terms have physical meanings, explaining the phenomena that might exist. Doses were measured using a Markus parallel plate ion chamber and a Mephystos dosimetric system. The studied energies were Co-60 and RX of 6, 8, 10 and 25 MV. We used source-surface distances between 60 and 120 cm and field sizes between 5x5 and 40x40 cm2. Using this mathematical model we have differences between experimental and predicted data smaller then 1.5%; extrapolating the curves to depth=0 we obtained values for the surface dose; differentiating the modelisation we obtain (for each energy, field and source-surface distance) the build-up depth

Additional details

Identifiers

PII
0167814096806347;

Publishing Information

Journal Title
Radiotherapy and Oncology
Journal Volume
37
Journal Issue
3
Journal Page Range
p. S52
ISSN
0167-8140
CODEN
RAONDT

INIS

Country of Publication
Ireland
Country of Input or Organization
International Atomic Energy Agency (IAEA)
INIS RN
34044520
Subject category
S62: RADIOLOGY AND NUCLEAR MEDICINE;
Descriptors DEI
BUILDUP; DEPTH DOSE DISTRIBUTIONS; MATHEMATICAL MODELS; RADIOTHERAPY; SCATTERING
Descriptors DEC
MEDICINE; NUCLEAR MEDICINE; RADIATION DOSE DISTRIBUTIONS; RADIOLOGY; SPATIAL DOSE DISTRIBUTIONS; THERAPY

Optional Information

Copyright
Copyright (c) 1995 Elsevier Science B.V., Amsterdam, The Netherlands, All rights reserved.