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Wedge factor changes with depth and field size on a linear accelerator with a motorized wedge
L Raffaele1, N Settineri, S Pergolizzi
1IST-Istituto Scientifico per lo studio dei Tumori, Genova.
La Radiologia Medica
|September 1, 1995
Summary
The wedge factor for 6-MV X-rays increases with phantom depth due to beam hardening, impacting dose delivery accuracy for deep-seated tumors. Wedge factors for rectangular fields follow the equivalent square law, not the wedged dimension.
Area of Science:
- Medical Physics
- Radiation Oncology
- Radiotherapy Physics
Background:
- The wedge filter is crucial in radiotherapy for shaping radiation beams, particularly for treating tumors with specific dose distributions.
- Accurate determination of the wedge factor is essential for precise dose calculations in radiation therapy.
- Variations in wedge factors can lead to significant under- or over-dosing of patients.
Purpose of the Study:
- To experimentally determine the wedge factor as a function of field size and phantom depth for 6-MV X-rays.
- To investigate the impact of beam hardening on wedge factor measurements.
- To clarify the behavior of wedge factors for rectangular fields.
Main Methods:
- Measurements were performed on a linear accelerator equipped with a motorized universal wedge filter (60 degrees nominal wedge angle).
- Wedge factors were measured as a function of field size and phantom depth for 6-MV X-rays.
- Percentage Depth Dose (PDD) curves for wedged and open fields were compared to assess beam hardening effects.
Main Results:
- The wedge factor exhibited a linear increase with phantom depth (0.275%/cm), largely independent of field size.
- This depth-dependent variation was attributed to beam hardening caused by the high atomic number (Z) material of the wedge filter.
- For rectangular fields, the wedge factor variation followed the equivalent square law, irrespective of the dimension along the wedged direction.
Conclusions:
- The linear increase in wedge factor with phantom depth necessitates adjustments in dose calculations to avoid systematic errors, especially in deep-seated tumor treatments.
- Understanding the beam hardening effect is critical for accurate radiotherapy planning.
- The application of the equivalent square law for rectangular fields simplifies wedge factor determination in clinical practice.