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Determination of small field output factors and correction factors using a Monte Carlo method for a 1000 MU/min CyberKnife (R) system equipped with fixed collimators

机译:使用蒙特卡洛方法对配有固定准直仪的1000 MU / min射波刀(R)系统使用小蒙特卡洛方法确定小场输出因子和校正因子

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A new formalism for small field dosimetry has been proposed (Alfonso et al., 2008) with the concept of an additional correction factor (k(Qclin,Qmsr)(fdin),f(msr)) which accounts for possible changes in detector response with field size. The aim of this work was to evaluate the response of eight commercially available detectors, then to provide a set of correction factors for a 1000 MU/min CyberKnife (R) equipped with fixed collimators and to compare them with those obtained for the 800 MU/min CyberKnife (R) version. Measurements were performed on a 1000 MU/min CyberKnife (R) with several active detectors designed for small field dosimetry (two chambers (PTW 31014 and 31018), three high resolution diodes (PTW 60016, 60017 and Sun Nuclear EDGE), a natural diamond (PTW 60003)) and two passive dosimeters (Harshaw TLD-700 (LiF)-Li-7:Mg,Ti thermoluminescent micro-cube and EBT3 radiochromic films). The CyberKnife (R) as well as the diode detectors, the PinPoint chamber, the diamond and the LiF micro-cubes were modeled with the PENELOPE Monte Carlo code in order to calculate the output factors in a point-like voxel of water (OFMC,w). A set of k(Qclin,Qmsr)(fclin,fmsr) correction factors for the active detectors investigated is provided for the 1000 MU/min CyberKnife (R) order to be used with the new formalism. A difference up to 2.4%, 2.0 and 1.7% in the correction factor obtained for the two different CyberKnife (R) models is found for the PTW 60003, the PTW 60016 and the PTW 60017 respectively. Although this difference is small, we recommend using specific k(Qclin,Qmsr)(fclin,fmsr) correction factors for the 1000 MU/min CyberKnife (R) when they are available. (C) 2014 Elsevier Ltd. All rights reserved.
机译:提出了一种新的小场剂量学形式(Alfonso等人,2008),并引入了附加校正因子(k(Qclin,Qmsr)(fdin),f(msr))的概念,该校正因子说明了探测器响应的可能变化与字段大小。这项工作的目的是评估八个商用探测器的响应,然后为配备有固定准直器的1000 MU / min射波刀(R)提供一组校正系数,并将其与800 MU / min的校正系数进行比较。最低Cyber​​Knife(R)版本。测量是在1000 MU / min的Cyber​​Knife(R)上进行的,带有几个专为小场剂量法设计的有源探测器(两个腔室(PTW 31014和31018),三个高分辨率二极管(PTW 60016、60017和Sun Nuclear EDGE),天然钻石(PTW 60003))和两个被动剂量计(Harshaw TLD-700(LiF)-Li-7:Mg,Ti热致发光微立方体和EBT3放射致变色膜)。用PENELOPE蒙特卡洛代码对Cyber​​Knife(R)以及二极管检测器,PinPoint室,钻石和LiF微立方体进行建模,以计算点状水体素(OFMC, w)。针对1000 MU / min Cyber​​Knife(R)订单提供了一组用于所研究的有源探测器的k(Qclin,Qmsr)(fclin,fmsr)校正因子,以便与新的形式主义一起使用。对于PTW 60003,PTW 60016和PTW 60017,分别为两种不同的Cyber​​Knife(R)模型获得的校正系数相差高达2.4%,2.0和1.7%。尽管这种差异很小,但我们建议在可用时针对1000 MU / min的Cyber​​Knife(R)使用特定的k(Qclin,Qmsr)(fclin,fmsr)校正因子。 (C)2014 Elsevier Ltd.保留所有权利。

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