Bopp C, Hirayama R, Inaniwa T, Kitagawa A, Matsufuji N, Noda K
Department of Accelerator and Medical Physics, National Institute of Radiological Sciences, National Institutes for Quantum and Radiological Sciences and Technology, 4-9-1 Anagawa, Inage-ku, Chiba 263-8555, Japan.
Phys Med Biol. 2016 Nov 7;61(21):7586-7599. doi: 10.1088/0031-9155/61/21/7586. Epub 2016 Oct 7.
Ion beams present a potential advantage in terms of treatment of lesions with hypoxic regions. In order to use this potential, it is important to accurately model the cell survival of oxic as well as hypoxic cells. In this work, an adaptation of the microdosimetric kinetic (MK) model making it possible to account for cell hypoxia is presented. The adaptation relies on the modification of damage quantity (double strand breaks and more complex lesions) due to the radiation. Model parameters such as domain size and nucleus size are then adapted through a fitting procedure. We applied this approach to two cell lines, HSG and V79 for helium, carbon and neon ions. A similar behaviour of the parameters was found for the two cell lines, namely a reduction of the domain size and an increase in the sensitive nuclear volume of hypoxic cells compared to those of oxic cells. In terms of oxygen enhancement ratio (OER), the experimental data behaviour can be reproduced, including dependence on particle type at the same linear energy transfer (LET). Errors on the cell survival prediction are of the same order of magnitude than for the original MK model. Our adaptation makes it possible to account for hypoxia without modelling the OER as a function of the LET of the particles, but directly accounting for hypoxic cell survival data.
在治疗存在缺氧区域的病变方面,离子束具有潜在优势。为了利用这一潜力,准确模拟有氧和缺氧细胞的存活情况非常重要。在这项工作中,提出了一种微剂量动力学(MK)模型的改编版本,使其能够考虑细胞缺氧情况。这种改编依赖于对辐射引起的损伤量(双链断裂和更复杂的损伤)进行修改。然后通过拟合程序调整诸如区域大小和细胞核大小等模型参数。我们将这种方法应用于两种细胞系,即HSG和V79,使用氦、碳和氖离子。发现这两种细胞系的参数表现相似,即与有氧细胞相比,缺氧细胞的区域大小减小,敏感核体积增加。在氧增强比(OER)方面,可以重现实验数据的行为,包括在相同线能量转移(LET)下对粒子类型的依赖性。细胞存活预测的误差与原始MK模型的误差处于同一数量级。我们的改编使得无需将OER建模为粒子LET的函数,而是直接考虑缺氧细胞存活数据,就能够考虑缺氧情况。