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虚拟楔形因子对剂量校准和监测单位的依赖性。

Dependence of virtual wedge factor on dose calibration and monitor units.

作者信息

Zhu X R, Gillin M T, Ehlers K, Lopez F, Grimm D F, Rownd J J, Steinberg T H

机构信息

Department of Radiation Oncology, Medical College of Wisconsin, Milwaukee 53226, USA.

出版信息

Med Phys. 2001 Feb;28(2):174-7. doi: 10.1118/1.1344204.

Abstract

One of the important features of the Siemens Virtual Wedge (VW) is that the VW factor (VWF) is approximately equal to unity for all beams with a total deviation for a given wedge no greater than 0.05, as specified by Siemens. In this note we report the observed dependence of VWF on dose calibration (cGy/MU), monitor units (MU), and beam tuning for a Primus, a linear accelerator with two dose-rate ranges available for VW operation. The VWF is defined as the ratio of doses measured on the beam central axis for the wedge field to the open field; the open field dose is always measured with the nominal high dose-rate beam. When VW operates in the high dose-rate range, the VWF is independent of calibration (cGy/MU). When VW works in the low dose-rate range, the VWF varies linearly with the calibration of the low dose-rate mode. For a linear accelerator that has only one dose-rate range for VW, there is no observable dependence of VWF on the calibration. We also studied the monitor unit dependence of VWF. A discontinuity in VWF was observed at the switching point between the high and low dose-rate ranges. Working with Siemens, we have investigated causes of this discontinuity. As a result of this investigation, the discontinuity in VWF as a function monitor unit is practically removed.

摘要

西门子虚拟楔形板(VW)的一个重要特性是,按照西门子的规定,对于给定楔形板,所有射束的VW因子(VWF)约等于1,总偏差不大于0.05。在本报告中,我们阐述了对于Primus直线加速器(一种具有两个剂量率范围可供VW操作的直线加速器),所观察到的VWF对剂量校准(cGy/MU)、监测单位(MU)以及射束调谐的依赖性。VWF定义为楔形野在射束中心轴上测得的剂量与开放野剂量之比;开放野剂量始终使用标称高剂量率射束进行测量。当VW在高剂量率范围内运行时,VWF与校准(cGy/MU)无关。当VW在低剂量率范围内工作时,VWF随低剂量率模式的校准呈线性变化。对于仅具有一个VW剂量率范围的直线加速器,未观察到VWF对校准有依赖性。我们还研究了VWF对监测单位的依赖性。在高剂量率范围和低剂量率范围的切换点处观察到VWF存在不连续性。与西门子合作,我们研究了这种不连续性的原因。通过这项研究,VWF作为监测单位函数的不连续性实际上已消除。

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