Abstract
In the study of the primary processes of radiation chemistry, many experiments have been done about the dependence of the G value on scavenger concentration. In this paper, we analyze this dependence using the theory of the random walk, that is, by the discrete approach, comparing it with the results by the continuous one. We explain from this the “√ c-law” at low concentration, which is the typical experimental result. Furthermore, we show the difference between the two approaches at high concentration. The dimensional study gives the singular result, for two-dimensional case, that the “√ c-law” does not hold.
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