Research Article
Three-dimensional distribution of centromeric or paracentromeric heterochromatin of chromosomes 1, 7, 15 and 17 in human lymphocyte nuclei studied with light microscopic axial tomography
Article first published online: 25 MAY 2001
DOI: 10.1002/1361-6374(199509)3:3<121::AID-BIO3>3.0.CO;2-E
Copyright © 1995 IOP Publishing Ltd
Additional Information
How to Cite
Dietzel, S., Weilandt, E., Eils, R., Münkel, C., Cremer, C. and Cremer, T. (1995), Three-dimensional distribution of centromeric or paracentromeric heterochromatin of chromosomes 1, 7, 15 and 17 in human lymphocyte nuclei studied with light microscopic axial tomography. Bioimaging, 3: 121–133. doi: 10.1002/1361-6374(199509)3:3<121::AID-BIO3>3.0.CO;2-E
Publication History
- Issue published online: 25 MAY 2001
- Article first published online: 25 MAY 2001
- Manuscript Accepted: 13 NOV 1995
- Manuscript Received: 29 DEC 1994
- Abstract
- Cited By
Keywords:
- nuclear topography;
- axial tomography;
- light microscopy
Abstract
Light microscopic axial tomography was applied to examine the position of peri- or paracentromeric chromosomal targets in nuclei of PHA-stimulated human lymphocytes following two color fluorescence in situ hybridization with DNA probes for 1q12 and 15p or 7c and 17c. Evaluation of hybridized nuclei was performed in a glass capillary device. By turning the capillary around its longitudinal axis each nucleus could be viewed at any desired angle. To measure the true three-dimensional distance between two chromosomal targets, the nucleus was turned around until both targets were positioned in the same focal plane. Similarly, the true distance between a target region and the center of the nucleus was estimated. The results provide evidence for differences in the three-dimensional nuclear distribution of the target regions. In particular, 7c was positioned more peripherally than the other chromosomal targets. Experimental data were compared with several models for a distribution of chromosomal targets under topological constraints. These models take into account spatial limitations of the distribution of the chromosome territories which harbor the hybridized targets.

