Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
4716271 | Lithos | 2013 | 9 Pages |
This study analyzes Re and Os contents of Au rich sulfides from the Carbon Leader (Tau Lekoa and Mponeng), the VCR (Mponeng and Tau Lekoa), and the Black Reef (Modder East), as well as native Au in the Carbon Leader, to further investigate the detrital (placer), modified detrital (placer), and hydrothermal models for the source of Au in mines from the Witwatersrand. An isochron plot of the results from the four locations yields an imprecise isochron age of 2381 ± 140 Ma (MSWD = 17) and initial 187Os/188Os = 0.24 ± 0.21. Isochron plots for the individual reefs also yielded ages that are younger than the deposition of the basin Witwatersrand sediments. Samples that possess higher concentrations of Os (> 100 ppb) and low 187Re/188Os ratios (< 0.02) yield model ages of the same age or older than the basin formation (2820 to 3270 Ma).To unify all of the data providing a large variation of chronologic information, Os mixing diagrams for both gold and sulfide minerals produce realistic mixing trends when solving Os initial ratios for 2050 Ma. The two most probable end members for the mixing relationships are a high Os concentration non-radiogenic source and a low Os concentration highly radiogenic source. The high concentration non-radiogenic Os source has been measured in multiple studies and has been clearly derived from the subcontinental lithospheric mantle (SCLM). The low concentration, highly radiogenic source is debatable. The measured concentrations of Os in the Witwatersrand ores are much greater than published Os concentrations in other hydrothermal ores. The data could indicate a redistribution of the detrital Os signatures at 2050 Ma; thus a modified detrital model best explains the previously published data and this data.
► Re–Os isotope measurements from pyrite and native gold from Witwatersrand ► Ages for mineralization range from syn to post deposition of basin sediments. ► Re–Os mixing diagrams used to argue for modified placer model