A simple density gradient for enriching subfractions of solid tumor cells
โ Scribed by Alexander Walle; Tetsuro Kodama; Myron R. Melamed
- Publisher
- John Wiley and Sons
- Year
- 1983
- Tongue
- English
- Weight
- 735 KB
- Volume
- 3
- Category
- Article
- ISSN
- 0196-4763
No coin nor oath required. For personal study only.
โฆ Synopsis
Abstract
Cell suspensions of human solid tumors could be separated into 5 or 6 subfractions for flow cytometry by centrifugation on a continuous silica gel (Percoll, Pharmacia Fine Chemicals, Upsalla, Sweden) density gradient. In all cases, there were one or more subfractions with enrichment of the aneuploid tumor cells. The greatest enrichment occurred in cases with fewer than 20% aneuploid cells in the original specimen; for these cases the enrichment factor ranged from 2.8โ to 11.7โfold increase. In six cases with fewer than 7% aneuploid G~0/1~ cells initially, the aneuploid G~0/1~ DNA peak was difficult to demonstrate on the original specimen but became quite obvious in the subfraction. In no case were the tumor cells confined to a single subfraction. The distribution of tumor cells within two or more subfractions appeared related to differentiation in the case of squamous cells and to RNA content for other tumor cells. DNA/RNA flow cytometry proved useful in defining subpopulations of tumor cells with different DNA stemlines and varying positions in the cell cycle according to the RNA content of the respective subpopulation.
๐ SIMILAR VOLUMES
## Centrifugation in density gradients is an important procedure for the fractionation and characterization of macromolecules and cellular organelles. A number of gradient-forming devices have been described (l-11), each with some desirable features. I now find that any one of several commercially
The enrichment of fetal cells, in particular fetal erythroblasts from the blood of pregnant women offers a promising non-invasive alternative for prenatal diagnosis. The purpose of this study was to compare the retrieval of erythroblasts by different density gradients and different antibodies agains