Shavers M R, Curtis S B, Miller J, Schimmerling W
Lawrence Berkeley Laboratory, University of California, Berkeley 94720.
Radiat Res. 1990 Nov;124(2):117-30.
The results of an experiment to study the interaction of a beam of 670A MeV neon ions incident on a water column set to different thicknesses were compared with a "first principles" transport calculation in the straight-ahead approximation. This calculation assumes that the nuclear interactions of the incident particles lead to a secondary particle with the velocity of the incident projectile at the interaction point moving in the direction of the incident projectile. Subsequent nuclear interactions of the fragments were taken into account partially, by calculating the nuclear attenuation of the fragments in the residual material, but were not taken into account as a source of further nuclear interaction products. Fluence spectra were calculated per unit incident neon fluence for 14 absorber thicknesses. The acceptance for each fragment was calculated based on a knowledge of the material in the beam and of the beam extraction energy. The theoretical spectra were multiplied by the calculated acceptance and convoluted with the LET resolution associated with the experiment. The stopping power used in the transport calculation was found to predict a range approximately 1.6% shorter than that given by experiment; this small difference resulted in significant discrepancies between theory and experiment in the stopping region. For particles not stopping in the absorber, the transport calculation was accurate to within 30% for depths less than approximately 15 cm; the effects of tertiary particles become significant at greater depth.
将一束能量为670A MeV的氖离子入射到设置为不同厚度的水柱上的实验结果,与在向前近似下的“第一性原理”输运计算进行了比较。该计算假设入射粒子的核相互作用会产生一个次级粒子,其在相互作用点处具有与入射弹丸相同的速度,并沿入射弹丸的方向运动。通过计算碎片在剩余材料中的核衰减,部分考虑了碎片随后的核相互作用,但未将其作为进一步核相互作用产物的来源。针对14种吸收体厚度,计算了每单位入射氖通量的注量谱。基于对束流中的材料和束流引出能量的了解,计算了每个碎片的接受度。将理论谱乘以计算出的接受度,并与实验相关的线性能量传递分辨率进行卷积。发现输运计算中使用的阻止本领预测的射程比实验给出的射程短约1.6%;这种小差异导致在阻止区域理论与实验之间存在显著差异。对于未在吸收体中停止的粒子,对于深度小于约15 cm的情况,输运计算的精度在30%以内;在更大深度处,三级粒子的影响变得显著。