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Measurement and distribution of zircons in some granitic rocks of magmatic origin

Published online by Cambridge University Press:  14 March 2018

Leonard H. Larsen
Affiliation:
Dept. of Geology and Geography, University of Cincinnati, Ohio, U.S.A.
Arie Poldervaart
Affiliation:
Dept. of Geology, Columbia University, New York, U.S.A.

Summary

Morphological characters of zircons in concentrates have been studied by measurement of length along the c-axis and breadth along the a1- or a2-axis of 200 doubly terminated crystals for each sample. The sample is represented graphically by a line fitted mathematically to a scatter plot of the measurements. This line, the reduced major axis, is visualized as a growth trend, and samples are described and compared statistically.

From a careful study of zircons in a tonalite it is concluded that zircon crystallized over a short range before crystallization of the main constituent minerals.

The distribution of zircon in a batholith of magmatic origin has also been studied. The batholith grades from a core of granodiorite to a mantle of tonalite, but the zircons are uniform throughout. Small bodies of granodiorite and quartz monzonite have sharp contacts against the main batholithic rocks, and zircon samples from these intrusives differ from one another and from those of the batholith. It is concluded that the batholith represents a single intrusion which differentiated after emplacement, and that the later intrusives each crystallized under different conditions.

Type
Research Article
Copyright
Copyright © The Mineralogical Society of Great Britain and Ireland 1957

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References

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page 548 note 1 More precisely, sx is the standard deviation (in x) of the sample, as distinct from the unknown (alpha)x, the standard deviation (in x) of the total population, and σx, the best estimate of σx; σx = sx {√/ N /(N—l)} .

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page 549 note 1 Prof. Howard Levene, Columbia University, 1956, personal communication.

page 549 note 2 Values of z are tabulated in most statistical texts. If N is large (e.g. 200) z may be regarded as equivalent to t, and t tables may be used instead.

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