Adding two components of radiosensitization by oxygen.
It has been shown, or inferred, in various contexts that radiosensitization of cells by oxygen is the sum of two (or more) components. If the component sensitivities conform with the Alper and Howard-Flanders equation their sum cannot also conform, but, in practice, even the most meticulous experimental techniques will fail to reveal lack of conformity unless one of the component K values is at least nine times the other. Thus, despite the many results that have demonstrated conformity with the equation, the existence of at least two components may well be a general phenomenon. The killing of cells by radiation is attributable to a summation of lesions in different structures; different K values for the contributing components are therefore to be expected, since neither oxygen nor its competitors are likely to be present in uniform concentration in all elements of the cell nucleus. Provided the components have intrinsic values of o.e.r. greater than one, their addition results in sensitivity that increases monotonically with PO2, approaching asymptotically to the overall o.e.r. which is a weighted average of the component o.e.r.s. In a curve plotted with PO2 on a linear scale a point of inflection can occur only if one component o.e.r. has a value less than one (i.e. oxygen is protective for that component), and then only if relationships between the other parameters satisfy certain conditions. In cases in which points of inflection in the sensitivity curve has been observed these are unlikely to be accounted for by the addition of two components. The analysis of the consequences of adding two components of oxygen sensitization could apply also to chemical sensitization of hypoxic cells.
D002470:Cell Survival / Q000528:radiation effects*; D008433:Mathematics; D008954:Models, Biological; D010100:Oxygen / Q000502:physiology*; D011836:Radiation Tolerance
D010100:Oxygen