2013
DOI: 10.1088/0031-9155/58/21/7463
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Analytical model for out-of-field dose in photon craniospinal irradiation

Abstract: Introduction The prediction of late effects after radiotherapy in organs outside a treatment field requires accurate estimations of out-of-field dose. However, out-of-field dose is not calculated accurately by commercial treatment planning systems (TPSs). The purpose of this study was to develop and test an analytical model for out-of-field dose during craniospinal irradiation (CSI) from photon beams produced by a linear accelerator. Materials & Methods In two separate evaluations of the model, we measured a… Show more

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Cited by 49 publications
(86 citation statements)
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“…The dose due to phantom-scattered radiation was calculated as DnormalPnormalS,waternormalCnormalPnormalEfalse(x,dfalse)=DnormalPnormalSfalse(dfalse)false[Cfalse(dfalse)×G˜normalPnormalS,1false(xfalse)×TFnormalPnormalS,1false(xfalse)+false(1Cfalse(dfalse)false)×G˜normalPnormalS,2false(xfalse)×TFnormalPnormalS,2false(xfalse)false], where D PS ( d ) is the integral absorbed phantom scatter dose, C ( d ) is a partitioning factor to apportion the two component Gaussians, G̃ PS,1 ( x ) and G̃ PS,2 ( x ) are each un-normalized Gaussians centered on the CAX, and TF PS,1 ( x ) and TF PS,2 ( x ) are the corresponding transmission factors in water. The method in equation 2.28 was previously described in Zhang et al (2011) and Taddei et al (2013).…”
Section: Methodsmentioning
confidence: 99%
“…The dose due to phantom-scattered radiation was calculated as DnormalPnormalS,waternormalCnormalPnormalEfalse(x,dfalse)=DnormalPnormalSfalse(dfalse)false[Cfalse(dfalse)×G˜normalPnormalS,1false(xfalse)×TFnormalPnormalS,1false(xfalse)+false(1Cfalse(dfalse)false)×G˜normalPnormalS,2false(xfalse)×TFnormalPnormalS,2false(xfalse)false], where D PS ( d ) is the integral absorbed phantom scatter dose, C ( d ) is a partitioning factor to apportion the two component Gaussians, G̃ PS,1 ( x ) and G̃ PS,2 ( x ) are each un-normalized Gaussians centered on the CAX, and TF PS,1 ( x ) and TF PS,2 ( x ) are the corresponding transmission factors in water. The method in equation 2.28 was previously described in Zhang et al (2011) and Taddei et al (2013).…”
Section: Methodsmentioning
confidence: 99%
“…The stray dose from proton therapy was calculated by our Monte Carlo Proton Radiotherapy Treatment Planning system [11], which uses the Monte Carlo N-particle eXtended code (version 2.6; Los Alamos National Laboratory, Los Alamos, NM) [21] as a dose calculation engine. The secondary dose from photon therapy was obtained from the TPS and measurement [22]. Our method was previously described in the literature [23,24] and briefly summarized here: For organs in close proximity to the treatment field, doses are accurately reported by the TPS and as such doses were directly taken from the TPS.…”
Section: Methodsmentioning
confidence: 99%
“…Out-of-field dose data based on measurements or Monte Carlo simulations for static and IMRT photon fields were extensively reported in the literature (Stovall et al , 1995; Mutic and Low, 1998; Mutic and Klein, 1999; Stern, 1999; Meeks et al , 2002; Kry et al , 2005; Kry et al , 2006; Sharma et al , 2006; Wang and Xu, 2008; Bednarz and Xu, 2009; Ruben et al , 2011; Halg et al , 2012; Kaderka et al , 2012; La Tessa et al , 2012; Taddei et al , 2013; Covington et al , 2016), while analytical models of out-of-field dose from photon external therapy had only been proposed in a few studies (McParland and Fair, 1992; Taddei et al , 2013; Jagetic and Newhauser, 2015; Hauri et al , 2016). Most of the previous modeling studies focused on open beams or conventional field-in-field beams, and the modeling of IMRT beams required intensive information of each field (Hauri et al , 2016).…”
Section: Introductionmentioning
confidence: 99%