Pb nanospheres in ancient zircon yield model ages for zircon formation and Pb mobilization

古代锆石中的铅纳米球可提供锆石形成和铅迁移的模型年龄

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Abstract

Nanospheres of lead (Pb) have recently been identified in zircon (ZrSiO(4)) with the potential to compromise the veracity of U-Pb age determinations. The key assumption that the determined age is robust against the effects of Pb mobility, as long as Pb is not lost from the zircon during subsequent geological events, is now in question. To determine the effect of nanosphere formation on age determination, and whether analysis of nanospheres can yield additional information about the timing of both zircon growth and nanosphere formation, zircons from the Napier Complex in Enderby Land, East Antarctica, were investigated by high-spatial resolution NanoSIMS (Secondary Ion Mass Spectrometry) mapping. Conventional SIMS analyses with >µm resolution potentially mixes Pb from multiple nanospheres with the zircon host, yielding variable average values and therefore unreliable ages. NanoSIMS analyses were obtained of (207)Pb/(206)Pb in nanospheres a few nanometres in diameter that were resolved from (207)Pb/(206)Pb measurements in the zircon host. We demonstrate that analysis for (207)Pb/(206)Pb in multiple individual Pb nanospheres, along with separate analysis of (207)Pb/(206)Pb in the zircon host, can not only accurately yield the age of zircon crystallization, but also the time of nanosphere formation resulting from Pb mobilization during metamorphism. Model ages for both events can be derived that are correlated due to the limited range of possible solutions that can be satisfied by the measured (207)Pb/(206)Pb ratios of nanospheres and zircon host. For the Napier Complex zircons, this yields a model age of ca 3110 Ma for zircon formation and a late Archean model age of 2610 Ma for the metamorphism that produced the nanospheres. The Nanosphere Model Age (NMA) method constrains both the crystallization age and age of the metamorphism to ~±135 Ma, a significant improvement on errors derived from counting statistics.

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