Abstract

Rigorous mathematical expressions are derived which give the number of pairs of chromosome breaks which are separated by a distance less than h ( a) when the breaks lie on the same straight track of an ionizing particle and ( b) when the breaks are randomly dispersed throughout the cell nucleus. A third expression covers the case where both circumstances are of about the same importance. This should apply with negligible error when the mean number of tracks which cross a nucleus exceeds 5 but not when this number approaches unity. An exact method for the last case is given but it requires a computer. Application to the published numbers of 2-break chromosome aberrations produced by 3 MeV neutrons in Tradescantia microspores leads to a value of h, the distance within which breaks must be formed to produce a 2-break aberration, which is close to 1 μ. The mean separation of breaks along the ionizing tracks equals 4·8 μ and the fraction of all the cases where two breaks are produced closer than h which results in observable 2-break aberrations is 0·335. The number of primary breaks is about 10 times larger than those involved in recognizable aberrations, i.e. about 90 per cent of the primary breaks restitute.

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