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A 3D photon superposition/convolution algorithm and its foundation on results of Monte Carlo calculations*

W Ulmer1,2, J Pyyry3 and W Kaissl1

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Based on previous publications on a triple Gaussian analytical pencil beam model and on Monte Carlo calculations using Monte Carlo codes GEANT-Fluka, versions 95, 98, 2002, and BEAMnrc/EGSnrc, a three-dimensional (3D) superposition/convolution algorithm for photon beams (6 MV, 18 MV) is presented. Tissue heterogeneity is taken into account by electron density information of CT images. A clinical beam consists of a superposition of divergent pencil beams. A slab-geometry was used as a phantom model to test computed results by measurements. An essential result is the existence of further dose build-up and build-down effects in the domain of density discontinuities. These effects have increasing magnitude for field sizes ≤5.5 cm2 and densities ≤0.25 g cm−3, in particular with regard to field sizes considered in stereotaxy. They could be confirmed by measurements (mean standard deviation 2%). A practical impact is the dose distribution at transitions from bone to soft tissue, lung or cavities.


Footnote
*  This work has partially been presented at WC 2003, Sydney.
PACS

87.53.Bn Dosimetry/exposure assessment

87.55.K- Monte Carlo methods

87.59.bd Computed radiography

87.55.-x Treatment strategy

Subjects

Medical physics

Dates

Issue 8 (21 April 2005)

Received 2 July 2004, in final form 17 December 2004

Published 6 April 2005



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