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Application to inclusion-rich apatites from Naxos, Greece

From the archive of apatite fission-track samples at ETH-Zürich, we chose a sample that was both rapidly cooled and full of large mineral inclusions. The sample, NAX-3, comes from the migmatite core on the eastern side of Naxos. In fact, apatites from NAX-3 contain so many inclusions that it was quite challenging to date them using the fission-track method. Due to the U bearing inclusions which form ``stars'' on the mica solid state track recorders (Figure 8), clear grains had to be chosen with care. Nevertheless, a fission-track age of 9.5 $ \pm$ 1.8 (2$ \sigma$) was measured using the $ \zeta$ (zeta) calibration method (Hurford and Green, 1983) (Figure 9.a). The U-concentration of the apatites was determined to be $ \sim$20 ppm. Two additional zircon fission-track ages were recorded by Zingg (2004) from the same migmatite at 9.7 $ \pm$ 1.0 and 10.6 $ \pm$ 2.0 Ma (2$ \sigma$) confirming the rapid cooling.

Figure 8: a. NAX-3 apatite with inclusions (encircled) mounted in epoxy; b. The mica-print of the same apatite shows ``stars'' of induced fission tracks, indicating that the inclusions have a higher U concentration than the surrounding apatite. The inclusions have a smaller effect on the (U-Th)/He age than the track density of the ``stars'' suggests, because the fission-track map is a two-dimensional cross-section of the apatite, whereas the (U-Th)/He age is based on the three-dimensional, volumetric U-Th-He content of the apatite. To estimate the effect of these inclusions on the (U-Th)/He age, and assuming that the inclusions are 10% of the length of the host apatite, one would effectively have to divide the number of fission tracks in the ``stars'' by a factor of ten.
a. Image FTmount1gray b. Image FTprint1gray

Figure 9: a. Apatite fission-track radial plot (Galbraith, 1990) for NAX-3. b. Box-plots (McGill et al., 1978) for (U-Th)/He data of NAX-3 apatites dated using two acid dissolution treatments: HNO$ _3$ (MN, left side of the figure) and HF (MF, right side of the figure). The middle box plot (``FT'') shows the fission track data.
a. Image NAX3radial b. Image boxplots

Inspection under a binocular microscope (200$ \times$ magnification) revealed that most inclusions are zircon, based on crystal shape and reflectance (Figure 10). Zircons are the ``right'' kind of inclusion for the present study, because they are particularly hard to dissolve. After measuring their size under the microscope for the calculation of F$ _t^a$, the apatites were packed in Pt foil tubes. Two batches of grains were prepared: 26 single grain packets and 7 multi-grain packets with inclusion-bearing apatites (labels beginning with ``M'' in Table 1) and four multi-grain packets with inclusion-free apatites (labels beginning with ``Z'' in Table 1).

Figure 10: Example of a NAX-3 grain (MF1) with large zircon inclusions. The dimensions of the apatite are 262 $ \times$ 127 $ \times$ 106 $ \mu$m. Pictures a and b show the grain under plain light, whereas picture c was taken under crossed polarizers.
a. Image w1b b. Image w1a c. Image w1c

Helium contained in the apatites was extracted during 3 minutes of laser heating under ultra-high vacuum (10$ ^{-8}$ Torr), using a 1064 nm wavelength Nd-YAG laser. Re-extraction experiments yielded no detectable helium, indicating complete degassing. Following its release from the samples, the gas was cleaned in a liquid N$ _2$ cooled activated charcoal cold finger and Ti/Zr and Al/Zr getters. $ ^4$He was measured by peak height calibration to a bottle of known amounts of $ ^4$He in a custom-built sector-type mass spectrometer. After He-analysis, the Pt packets were recovered from the laser pan, partially opened under the binocular microscope, and dropped into teflon bombs. Because Pt dissolves in HF and forms PtAr interferences in the ICP-MS plasma (Reiners, 2005), we had to recover the Pt packets before HF treatment. Using Nb foil envelopes would have been an alternative solution (Reiners, 2005). In nearly half of the cases, dropping the samples into the teflon bombs caused the apatite(s) to fall out of their partially opened packet. These grains were specifically selected for later HF-treatment in order to avoid complications of PtAr interferences. First however, all samples were spiked with $ \sim$50 fmol of $ ^{233}$U and $ \sim$20 fmol of $ ^{229}$Th. $ \sim$1 ml of concentrated and high purity quartz-distilled HNO$ _3$ was added to all the samples. After digestion on a hot plate ($ \sim$150$ ^o$C) for one day, the HNO$ _3$ was dried down for the inclusion-free and half of the inclusion-bearing samples, and $ \sim$1 ml of 6%HNO$ _3$-0.8%HF solution was added. For these samples (labels beginning with ``MN'' and ``ZN'' in Table 1), this was the final sample preparation step before the U-Th measurement. For the remaining 19 inclusion-bearing samples (labels beginning with ``MF'' in Table 1), the empty Pt-packets were recovered from the teflon vials prior to evaporation of the concentrated HNO$ _3$. After dry-down, $ \sim$1 ml of concentrated, high purity Teflon-distilled HF was added and the samples were bombed in an oven at 200$ ^o$C for 24 hours and on a hot plate at $ \sim$240$ ^o$C for an additional 48 hours. $ \sim$ 100 $ \mu$l of concentrated HNO$ _3$ was added to the HF for samples MF16-19, following a suggestion of P. Reiners (written communication, May 2006). The HF was dried down and the samples re-bombed in $ \sim$1 ml concentrated HCl at $ \sim$200$ ^o$C for 24 hours to dissolve fluoride salts that may have formed during HF evaporation. After a final dry-down, $ \sim$1 ml 6%HNO$ _3$-0.8%HF solution was added and the samples were ready for ICP-MS analysis. This combined HNO$ _3$-HF-HCl treatment is tailored to dissolve larger crystals for zircon (U-Th)/He dating (Reiners, 2005). However, zircons inclusions in apatite are generally much smaller, and a less aggressive (e.g., shorter, less hot) procedure might also be suitable.

$ ^{229}$Th, $ ^{232}$Th, $ ^{233}$U, $ ^{238}$U (and $ ^{235}$U) were measured in low mass resolution on a single-collector ICP-SF-MS (Element2, Thermo Electron Corporation, Bremen, Germany). The results are summarized in Table 1. Immediate inspection of the data reveals that the spread of the zircon inclusion-bearing grain ages is much larger for the HNO$ _3$ treated grains than for those treated with HF (Figure 9.b). The former are up to 45 Ma old, whereas the latter cluster more tightly and are closer to the fission-track age. Using the grain dimensions that were measured for the $ \alpha$-ejection correction as an estimate of mass yields median U and Th concentrations of $ \sim$5 and $ \sim$10ppm for the HNO$ _3$-treated grains, whereas the U and Th concentrations of the HF-treated grains was $ \sim$6 and $ \sim$14ppm respectively, closer to the fission track estimate ($ \sim$19ppm). 10 of the 14 HF-treated single grain samples are between 9 and 13 Ma, consistent with the sharp mode of Figure 4. As discussed in the previous section, the average age of multiple inclusion-bearing apatites should be an accurate estimate of the true age. To compare and combine the single grain measurements with the multi-grain measurements, we introduce a ``pooled (U-Th)/He age'', which effectively is a weighted mean age obtained by adding the U and Th of several individual analyses, as well as their He-content (weighted for $ \alpha$-ejection), and calculating a synthetic multi-grain age. The pooled age of the HNO$ _3$-treated inclusion-bearing grains is 22.6 Ma, whereas the HF-treated pooled age is 10.9 Ma, which is identical to the pooled (U-Th)/He age of the four inclusion-free apatite analyses. Note that the (U-Th)/He age of one of these four inclusion-free ages is nearly twice as old as the other three. Because we have no indication as to what is the cause of this, we chose not to reject the measurement. However, if the measurement is removed as being unrepresentative the resulting age is 9.2 Ma. Fitzgerald et al. (2006) also observed single grain ages that were several times older than ``normal''. Perhaps one of the factors discussed by these authors is responsible for this, or a yet unknown complication is at work. As discussed in Section 3 and shown in Figure 5, the spread of HF-treated multi-grain samples should be less than that of the single grain ages. The relative 2$ \sigma$-spread of multi-grain packages each containing ten inclusion-bearing grains of 100 $ \mu$m width (equivalent to S/R $ \sim$ 0.2) should be less than $ \sim$ 8 % (Figure 5). This is confirmed by the five multi-grain measurements of Table 1 (MF15-19), which have a 2$ \sigma$-spread of just 5%.


Table 1: (U-Th)/He data for: MN = grains with inclusions, dissolved in HNO$ _3$; MF = grains with inclusions, dissolved in HF; ZN = grain without inclusions, dissolved in HNO$ _3$. The $ ^4$He values for the ``pooled ages'' have been adjusted for $ \alpha$-ejection of the component grains. Age uncertainty includes an arbitrary 20% uncertainty on (1-F$ _t^a$). The pooled 2$ \sigma$-uncertainties only incorporate the analytical precision and do not reflect the spread of the component single-grain measurements.
sample # grains Th 2$ \sigma$ U 2$ \sigma$ He 2$ \sigma$ F$ _t^a$ age 2$ \sigma$
    [fmol]   [fmol]   [fmol]     [Ma]  
MN1 1 104 4 81 2 3.96 0.14 0.66 44.5 9.3
MN2 1 550 19 2041 50 22.87 0.35 0.85 9.6 0.7
MN3 1 201 7 493 12 11.07 0.21 0.79 20.1 2.2
MN4 1 173 6 283 7 3.89 0.15 0.75 12.5 1.8
MN5 1 119 3 117 3 5.51 0.15 0.68 43.2 8.1
MN6 1 172 7 428 14 8.74 0.17 0.75 19.5 2.7
MN7 1 185 7 371 7 5.90 0.16 0.74 15.1 2.2
MN8 1 160 8 89 3 0.84 0.12 0.58 9.0 2.9
MN9 1 249 7 588 11 11.51 0.22 0.78 17.8 2.0
MN10 1 365 11 725 19 11.56 0.22 0.81 13.7 1.3
MN11 1 144 5 113 2 1.93 0.13 0.64 16.1 3.8
MN12 1 90 18 285 58 6.17 0.08 0.84 20.6 4.6
MN13 8 660 23 2358 73 93.39 1.38 0.79 36.5 4.0
MN14 10 2169 451 2710 554 91.60 0.28 0.85 27.5 5.3
MN (pooled) 30 5342 452 10682 565 345.32 1.55   22.6 1.1
MF1 1 451 14 588 14 9.57 0.17 0.77 14.0 1.8
MF2 1 628 22 874 15 9.75 0.18 0.74 10.1 1.5
MF3 1 768 25 185 4 1.74 0.13 0.76 5.0 0.7
MF4 1 156 5 294 7 4.27 0.14 0.78 12.9 1.5
MF5 1 260 9 596 15 6.97 0.21 0.80 10.4 1.1
MF6 1 370 14 645 17 6.91 0.18 0.73 10.1 1.5
MF7 1 374 10 867 18 10.64 0.22 0.85 10.2 0.7
MF8 1 163 6 222 5 2.02 0.13 0.65 9.3 2.1
MF9 1 136 4 226 5 2.36 0.13 0.79 9.1 1.1
MF10 1 130 4 131 4 2.00 0.13 0.59 16.4 4.7
MF11 1 204 9 357 14 6.42 0.16 0.79 15.6 1.8
MF12 1 126 5 107 3 1.01 0.12 0.63 9.2 2.4
MF13 1 126 26 688 142 9.01 0.10 0.81 12.1 2.6
MF14 1 278 58 1013 212 11.75 0.10 0.86 10.6 2.3
MF15 10 27525 2179 5140 234 121.41 1.82 0.74 11.1 1.6
MF16 10 2557 523 7454 1525 84.64 0.22 0.85 10.1 2.1
MF17 10 1986 406 5610 1146 76.81 0.21 0.85 12.4 2.6
MF18 10 1327 274 3892 806 54.45 0.30 0.83 13.3 3.0
MF19 11 919 190 2578 533 28.01 0.17 0.79 10.6 2.5
MF (pooled) 64 38487 2303 31467 2166 563.09 1.96   10.9 0.6
ZN1 5 151 7 182 8 4.20 0.14 0.70 21.5 3.9
ZN2 3 164 6 262 8 2.20 0.12 0.69 8.2 1.5
ZN3 1 175 5 515 13 4.93 0.14 0.81 8.5 0.8
ZN4 4 175 6 454 11 4.61 0.15 0.68 10.7 2.0
ZN (pooled) 13 666 12 1414 21 21.99 0.28   10.9 0.2


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Next: Discussion Up: inclusions-html Previous: The effect of -emitting
Pieter Vermeesch 2006-09-16