Chen Z, Reinstein L E, Ramsay E B
Department of Radiation Oncology, State University of New York at Stony Brook, 11794-7028, USA.
Phys Med Biol. 1995 Mar;40(3):465-70. doi: 10.1088/0031-9155/40/3/009.
With the modern high-energy linear accelerators, the following beam characteristics have to be taken into account in the monitor unit (MU) calculation of a wedged treatment: (i) the field size dependence of wedge factors; (ii) the changes in depth dose and maximum build-up depth (dmax) induced by wedges; and (iii) the field size dependence of dmax. The incorporation of a field size specific wedge factor in an MU calculation is straightforward. Effects (ii) and (iii) however, often cause confusion and inconsistency in the choices of the reference depth for wedge factors and the normalization depth for wedged depth dose, and consequently can lead to inconsistent MU calculation formalism with additional efforts of up to 7% in the delivered dose. In this note, we illustrate a derivation of an exact central axis MU calculation for wedged treatments, which correctly accounts for the effects mentioned above.
对于现代高能直线加速器,在楔形治疗的监测单位(MU)计算中必须考虑以下射束特性:(i)楔形因子的射野大小依赖性;(ii)楔形物引起的深度剂量和最大剂量建成深度(dmax)的变化;以及(iii)dmax的射野大小依赖性。在MU计算中纳入特定射野大小的楔形因子很简单。然而,效应(ii)和(iii)常常在楔形因子的参考深度以及楔形深度剂量的归一化深度的选择上造成混淆和不一致,从而可能导致MU计算形式不一致,且在输送剂量上额外增加高达7%的工作量。在本说明中,我们阐述了一种用于楔形治疗的精确中心轴MU计算的推导方法,该方法正确考虑了上述效应。