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Mathematical Simulation of Optimal Dose Fields in Radiation Therapy of Malignant Tumors.Part 2. Contact Methods of Radiation Therapy

机译:恶性肿瘤放射治疗最佳剂量场的数学模拟。第二部分。放射治疗的接触方法

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摘要

Introduction. The problems of formation of optimal dose fields in radiation therapy (RT) of malignant tumors can be reduced to various extremal problems of mathematical programming [1-4, 6]. The main goal of planning of RT is to select an irradiation plan that allows the main problem of RT (creation of the effective therapeutic dose field in the target lesion) to be solved with minimal radiation load on normal organs and tissues. The dose field should be sufficiently uniform and reach a specified value; whereas the dose field configuration should coincide with that of the lesion focus. The dose field in the lesion focus should be uniform to prevent the malignant disease relapse at the points of the minimal dose field (underexposure of malignant tissue) and radiation necrosis at points of the maximal dose field (overexposure of stromal and malignant tissues). The required cancericide dose, uniformity, and configuration of the dose field are usually determined on the basis of personal experience of the radiologist in planning RT and generalized experience of other physicians described in the medical literature. However, the requirements listed above are mainly applicable to remote RT. In the case of contact RT, they should be modified.
机译:介绍。恶性肿瘤放射治疗(RT)中形成最佳剂量场的问题可以简化为数学编程的各种极端问题[1-4,6]。 RT计划的主要目标是选择一种辐射计划,以最小的正常器官和组织上的辐射负荷来解决RT的主要问题(目标病变处有效治疗剂量场的创建)。剂量场应足够均匀并达到规定值;而剂量场构型应与病变部位相符。病变部位的剂量区域应保持一致,以防止在最小剂量区域(恶性组织暴露不足)点发生恶性疾病复发以及在最大剂量区域(基质和恶性组织过度暴露)点发生放射坏死。所需的杀癌剂量,均匀性和剂量范围的配置通常是根据放射科医生在规划RT方面的个人经验以及医学文献中描述的其他医师的一般经验来确定的。但是,上面列出的要求主要适用于远程RT。对于触点RT,应对其进行修改。

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