Voit E O, Yi P N
Department of Biometry, Medical University of South Carolina, Charleston 29425.
Bull Math Biol. 1990;52(5):657-75. doi: 10.1007/BF02462104.
Irradiation affects numerous physiological processes within cells and tissues and can lead to damage or death. If the damage is not too severe, cells have the ability to repair and regenerate. Many small injuries are repaired more easily than ones causing extensive damage and, consequently, tissues typically respond differently to one large dose of radiation than to many small doses, separated in time. In the radiotherapy of tumors, the choice of the fractionation regimen of dose over time is therefore as crucial as the total radiation dose. The interdependence between total dose, fractionation regimen, and radiation effect has been described mathematically with various isoeffect relationships. These relationships appear to be fundamentally distinct and have been considered unrelated; some even claim that one class of isoeffect relationships is appropriate whereas other relationships are rather useless. We examine how alternative isoeffect models relate to each other and test the reliability of estimating parameter values of one model from the other.
辐射会影响细胞和组织内的众多生理过程,并可能导致损伤或死亡。如果损伤不太严重,细胞具有修复和再生的能力。许多小损伤比造成广泛损伤的损伤更容易修复,因此,组织对一次大剂量辐射的反应通常与对多次小剂量辐射(在时间上分开)的反应不同。因此,在肿瘤放射治疗中,随时间变化的剂量分割方案的选择与总辐射剂量同样关键。总剂量、分割方案和辐射效应之间的相互依存关系已通过各种等效效应关系进行了数学描述。这些关系似乎在根本上是不同的,并且被认为是不相关的;有些人甚至声称一类等效效应关系是合适的,而其他关系则相当无用。我们研究了替代等效效应模型之间的相互关系,并测试了从一个模型估计另一个模型参数值的可靠性。