1990•British Journal of RadiologyRequires access

The variation of wedge factors with field size on a linear accelerator

S. Thomas

Open publisher page 17 citations

Abstract

When a wedge filter is used to modify the dose distribution in a beam of megavoltage X-rays, the beam intensity is reduced. The reduction of beam intensity is quantified by a factor called the wedge factor (WF) defined as follows: where measurements are performed in water at the depth of maximum build-up. It is assumed by the authors of several treatment planning systems that the wedge factor doses do not vary with field size. Palta et al (1988) presented measurements for a range of square field sizes with 4 MV and 6MV X rays, showing that there can be considerable variation of wedge factor with field size, especially for a 60° wedge, and that errors in dose of up to 7% can occur by ignoring this variation. This technical note presents the results of similar measurements on 8 MV and 16 MV beams with a 60° wedge. The variation of wedge factor for a range of rectangular field sizes has also been investigated; this was done to see whether the variation follows an equivalent square law, or whether one should follow the practice of one commercial planning system by considering only the dimension in the wedged direction.

About this research paper

What this paper is about

When a wedge filter is used to modify the dose distribution in a beam of megavoltage X-rays, the beam intensity is reduced. The reduction of beam intensity is quantified by a factor called the wedge factor (WF) defined as follows: where measurements are performed in water at the depth of maximum build-up. It is assumed by the authors of several treatment planning systems that the wedge factor doses do not vary with field size. Palta et al (1988) presented measurements for a range of square field sizes with 4 MV and 6MV X rays, showing that there can be considerable variation of wedge factor with field size, especially for a 60° wedge, and that errors in dose of up to 7% can occur by ignoring this variation. This technical note presents the results of similar measurements on 8 MV and 16 MV beams with a 60° wedge. The variation of wedge factor for a range of rectangular field sizes has also been investigated; this was done to see whether the variation follows an equivalent square law, or whether one should follow the practice of one commercial planning system by considering only the dimension in the wedged direction.

Why it matters

OpenAlex reports 17 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

When a wedge filter is used to modify the dose distribution in a beam of megavoltage X-rays, the beam intensity is reduced. The reduction of beam intensity is quantified by a factor called the wedge factor (WF) defined as follows: where measurements are performed in water at the depth of maximum build-up. It is assumed by the authors of several treatment planning systems that the wedge factor doses do not vary with field size. Palta et al (1988) presented measurements for a range of square field sizes with 4 MV and 6MV X rays, showing that there can be considerable variation of wedge factor with field size, especially for a 60° wedge, and that errors in dose of up to 7% can occur by ignoring this variation. This technical note presents the results of similar measurements on 8 MV and 16 MV beams with a 60° wedge. The variation of wedge factor for a range of rectangular field sizes has also been investigated; this was done to see whether the variation follows an equivalent square law, or whether one should follow the practice of one commercial planning system by considering only the dimension in the wedged direction.

Key concepts: Wedge (geometry), Field size, Linear particle accelerator, Beam (structure), Range (aeronautics), Physics, Optics, Mathematics

Related papers

Back to paper searchBrowse research topicsOriginal source
The variation of wedge factors with field size on a linear accelerator — Research Paper | ScholarLens