Analysis of primary processes in the formation of acentric fragments
- 1 February 1980
- journal article
- research article
- Published by Springer Nature in Radiation and Environmental Biophysics
- Vol. 17 (2), 143-149
- https://doi.org/10.1007/bf02027850
Abstract
An analysis of primary processes in the formation of excess acentric fragments in human lymphocytes was carried out in experiments with 220 kV X-rays after acute exposure $(\dot D = 50R/\min ,25 - 400R)$ and fractionated exposure (340 R split into two equal fractions, separated by intervals between 50–360 min). Chromosome analyses occurred after conventional staining. Applying G-banding data from an acute X-irradiation experiment representative dose-effect curves for acentrics could be established which take into account one-break and two-break events in the formation of this aberration type. For the time dependent primary breaks necessary for the formation of two-break two-track acentrics a mean interaction time t ∼ = 102 min could be calculated. This is well in line with the corresponding time t ∼ = 110 min for dicentrics. The distribution of acentrics among cells shows the phenomenon of overdispersion.
Keywords
This publication has 7 references indexed in Scilit:
- Distribution of radiation induced lesions in human chromosomes and dose-effect relation analysed with G-bandingRadiation and Environmental Biophysics, 1979
- Radiation induced chromosome aberrations and the poisson distributionRadiation and Environmental Biophysics, 1979
- The evidence for one-hit chromosome exchangesRadiation and Environmental Biophysics, 1977
- Analysis of the Time Relationship for the Interaction of X-ray-induced Primary Breaks in the Formation of Dicentric ChromosomesInternational Journal of Radiation Biology, 1976
- Chromosome aberrations in human lymphocytes after X-irradiation in vitro II. Analysis of primary processes in the formation of dicentric chromosomesMutation Research, 1973
- Linearitätsteste der k-dimensionalen Regressionsgleichung und AnwendungenMonatshefte für Mathematik, 1960
- Some Small Sample Tests of Significance for a Poisson DistributionBiometrics, 1956