5.5 Pb–Pb
dating and crustal evolution
Because the Pb)Pb
whole-rock method depends only on isotopic compositions, it is comparatively
resistant to metamorphic re-setting, and can also yield some age information
for crustal reservoirs showing complex mixing
relationships. Good examples of these uses are provided by Pb)Pb
dating studies of Archean crustal
evolution in the
5.5.1 Archean crustal evolution
A major crust-forming event in the Archean craton of western

Fig. 5.36. Pb)Pb
isochron diagram for basement gneisses from western
The
Nuk gneisses approximate a two stage Pb isotope evolution model, in which the first stage is in
the mantle and the second is in each analysed whole-rock system. However,
Taylor et al. proposed that there
might be two extra short stages in the middle. The first of these short stages
represents basalt extraction from the mantle before subsequent re-melting to
form tonalitic magmas, possibly at the base of the
crust. The second short stage might occur between the time of tonalite emplacement in the crust and its high-grade
metamorphism. The whole process was termed a Crustal
Accretion)Differentiation Super-event or CADS by Moorbath and Taylor
(1981). More recently, trace element studies have suggested that Archean tonalites may be produced
by partial melting of amphibolitised ocean floor
basalt in the downgoing slabs of subduction
zones (Drummond and Defant, 1990; Foley et al., 2002). In this model, the first
short stage would represent the time from oceanic crust formation at an ocean
ridge until its consumption in a subduction zone.
However, for either of these melting models, and for Pb
evolution between magmatism and metamorphism, the
short duration of these stages minimises their effect on long term Pb isotope evolution.
Nuk gneisses from near Godthaab
(open circles in Fig. 5.36) fall in a scatter below the 2900 Myr isochron. However, Taylor et al. (1980) argued that if these were
age-corrected back to 2900 Myr ago, they would lie on
a mixing line between 2900 Myr-old mantle (M), and
the local crust, represented by Early Archean (3700 Myr-old) Amitsoq gneisses (A). Owing
to their low U contents, the Amitsoq gneisses barely
changed in Pb isotope ratio between 3700 and 2900 Myr ago. Given these end-members, the distance down the
mixing line from ‘M’ to ‘A’ indicates the fraction of crustal
Pb incorporated into the magma. The variable pattern
of crustal Pb contamination
suffered by Late Archean Nuk
magmas is consistent with the known extent of Early Archean
crust. Thus, while Godthaab is known to lie on Amitsoq gneiss basement, such rocks are not exposed near Fiskanaesset, Nordland or Sukkertopen.
The
Qorqut granite is also exposed within the Amitsoq gneiss terrane near Godthaab (Moorbath et al., 1981). Whole-rock samples of
this body define a linear array whose slope corresponds to an age of 2580 Myr (Fig. 5.37). However, one attempts
to fit a single stage mantle growth curve to these data, an impossibly low :1 value of 6.23 is obtained, showing that the Qorqut granite cannot be a mantle-derived melt. In fact,
the initial Pb isotope ratio of the Qorqut granite coincides closely with the average
composition of analysed Amitsoq crust at 2580 Myr, indicating that the Qorqut granite
is probably a partial melt of Amitsoq gneiss. It
therefore approximates to three stage Pb isotope evolution: stage 1 = mantle; stage 2 = Amitsoq crust; stage 3 = Qorqut
granite. The initial 87Sr/86Sr ratio of the Qorqut granite (0.7083 " 4) supports this model (section
7.3.4).

Fig. 5.37. Pb)Pb
isochron diagram for Qorqut
granite samples showing the coincidence of their initial ratio with the average
Amitsoq gneiss composition at 2580 Myr. (open symbols omitted from
regression). After Moorbath and
Taylor (1981).
5.5.2 Paleo-isochrons and metamorphic disturbance
It was argued above that comparatively short
periods (less than 200 Myr) between the crustal extraction and metamorphic differentiation of a
gneiss complex do not necessarily upset dating of the crustal
formation event using Pb)Pb systematics.
However if the period between the two events is substantial, then spurious ages
may be obtained. A good example is provided by the Vikan
gneiss complex from Lofoten ) Vesteralen in NW Norway. If we assume that these rocks
behaved as closed systems after their generation from an isotopically
homogeneous (mantle?) source, we determine a slope age of 3410 " 70 Myr (
Subsequent
examination of present day U/Pb ratios in the
gneisses (Griffin et al., 1978)
revealed that they were uniformly far too low to ‘support’ the observed range
of Pb isotope compositions. Therefore, it is now
believed that the Pb data reflect a 2680 Myr-old igneous protolith which
suffered high-grade metamorphism ca. 1760 Myr ago. To
illustrate this interpretation, Pb isotope
compositions for the protolith are shown as a paleo-isochron at the time of metamorphism (Fig. 5.38). If
the rocks were depleted in U to a nearly uniform level at 1760 Myr, subsequent U decay would yield a ‘transposed paleo-isochron’ (Griffin et al., 1978; Moorbath and Taylor, 1981)
which is almost parallel to the original paleo-isochron.

Fig. 5.38. Pb)Pb
isochron diagram showing a ‘transposed paleo-isochron’ defined by Vikan
gneisses of NW Norway. These rocks were formed from 2680 Myr-old
precursors which were subjected to a granulite-facies
uranium-depletion event at 1760 Myr. After Moorbath and Taylor (1981).
The
slope of the transposed paleo-isochron approximates Pb evolution from time T
(protolith age) to t (metamorphic age). This is described by an equation which is
analogous to [5.15] for galena evolution:
(207Pb) (207Pb) [5.16]
())))) ! ()))))
(204Pb)P (204Pb)I 1 (e8235 T ! e8235 t)
))))))))))))))))
= ))))
@ )))))))))))
(206Pb) (206Pb) 137.88 (e8238 T ! e8238 t)
())))) ! ()))))
(204Pb)P (204Pb)I
In contrast, the simple Pb/Pb
isochron equation [5.11], describing evolution from t to the present, yields too large an
age because it is based on the lower 235U/238U ratio prevailing
at the present day compared with that 1760 Myr ago.
Transposed
paleo-isochrons can be detected by checking concordancy of Pb with Sr or Nd ages and by checking
that observed Pb isotope compositions are adequately
supported by the U/Pb ratio in the samples. Another
example of this phenomenon was found in upper amphibolite-facies
gneisses of the
Another
example where high grade metamorphism occurred much later than protolith formation is provided by the
DeWolf and Mezger attempted to
use the Pb–Pb data
set to test Nd isotope mapping of the extent of Archean crust in the CGB. However, the susceptibility of Pb isotope data to open system behaviour during high grade
metamorphism makes Pb a less sensitive tool than Nd for mapping crustal formation
ages in the

Fig. 5.39. Pb–Pb isotope diagram for Grenvillian
gneisses with older crustal formation ages: ( !
) = Archean; ( + ) = Mid Proterozoic;
( " ) = Early Proterozoic ages with ambiguous Pb isotope signatures. ( <> ) = Archean,
Superior Province. Growth curve from Doe and Zartman (1979). Data from DeWolf
and Mezger (1994).
The
two case studies discussed above show that Pb–Pb isotope systems can be quite unreliable when a high
grade metamorphic event occurred some time after crustal
formation. However, these were both cases in which a Late Archean
crustal terrane was
subjected to Metamorphism in the Early to Mid Proterozoic.
In contrast, Pb isotope systematics
allow much tighter constraints on crustal
evolution for Early Archean rocks, due to the rapid
evolution of 207Pb during early Earth history. Therefore, for Early Archean
rocks, even Pb model
ages can be used to test Pb–Pb
isochron ages for metamorphic disturbance.
Kamber and Moorbath (1998) used
this approach to test a Pb–Pb
regression age for 83 Amitsoq gneisses from the
coastal Godthabsfjord area, south of Nuk in western

Fig. 5.40. Pb–Pb isochron for Amitsoq gneisses from the Godthabsfjord
area of western
The
growth curve used was that of Kramers and Tolstikhin (1997), but the curve of Stacey and Kramers (1975) gives almost identical results. The
regression line was shown to intersect the growth curve at a point
corresponding to a model Pb age of 3.66 Byr, in excellent agreement with the regression age. The
inclusion of leached feldspar analyses in the data set makes the model age
particularly robust because these are very close to initial Pb
isotope ratios. Hence, these data confirm that the Pb–Pb regression age gives the true age of crustal
formation from a typical mantle Pb source. This
suggests that in the coastal Godthabsfjord area of western
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