5 Lead Isotopes
Of the four stable isotopes of lead, only 204Pb
is non-radiogenic. The other lead isotopes are the final decay products of
three complex decay chains from uranium (U) and thorium (Th).
However, the intermediate members of each series are relatively short-lived, so
they can usually be ignored when geological time-scales of millions of years
are involved. Table 5.1 shows the ultimate parent)daughter pairs, of which the highest atomic
weight parent (238U) decays to the lowest atomic weight daughter (206Pb)
and vice versa. It will be noted that the 238U half-life is
comparable with the age of the Earth, whereas that for 235U is much
shorter, so that almost all primordial 235U in the Earth has now
decayed to 207Pb. The 232Th half-life is comparable with
the age of the universe.
Table 5.1 Ultimate parent)daughter pairs of uranium and thorium.
)))))))))))))))))))))))))))))))))))))))))))))))))))))))
Decay
route t1/2,
Byr Decay
const. 8, yr!1
)))))))))))))))))))))))))))))))))))))))))))))))))))))))
238U 6
206Pb 4.47 1.55125
H 10!10
235U 6
207Pb 0.704 9.8485 H 10!10
232Th
6 208Pb
14.01 0.49475 H 10!10
)))))))))))))))))))))))))))))))))))))))))))))))))))))))
Data from Jaffey
et al. (1971).
If
we consider a system of age t, (e.g.
a granite intrusion which crystallised from a magma),
then we can write an equation for the nuclides involved in each decay scheme,
derived from the general equation [1.10]:
206PbP
= 206PbI + 238U (e8238 t ! 1) [5.1]
207PbP = 207PbI + 235U (e8235 t ! 1) [5.2]
208PbP = 208PbI + 232Th (e8232 t ! 1) [5.3]
where P indicates the abundance of a given nuclide
at the present and I indicates the initial abundance of that nuclide. It is
convenient to divide throughout by 204Pb to obtain equations
containing isotope ratios rather than absolute nuclide abundances. 204Pb
is chosen because it is the only non-radiogenic isotope. Hence for the two
uranium decay schemes we obtain:
(206Pb) (206Pb) 238U
()))))
= ()))))
+ ))))
(e8238 t ! 1) [5.4]
(204Pb)P (204Pb)I 204Pb
(207Pb) (207Pb) 235U
()))))
= ()))))
+ ))))
(e8235 t ! 1) [5.5]
(204Pb)P (204Pb)I 204Pb
5.1 U)Pb Isochrons
In principle, the decay equations [5.4] and
[5.5] can be used to construct isochron diagrams and
hence to date rocks in a manner analogous to the Rb)Sr
system (section 3.2.2). U)Pb isochrons are subject
to assumptions similar to those for Rb)Sr, the most critical of which is that
the samples remained closed to U and Pb during the
life-time of the system being dated. Unfortunately, the U)Pb system rarely stays closed in silicate rocks,
due to the mobility of Pb, and especially U, under
conditions of low-grade metamorphism and superficial weathering. For example,
in a case study on the

Fig. 5.1. U-Pb isochron diagram for the
The
mobility of uranium greatly limits the application of simple U)Pb
isochron dating. However, the unique properties of
the U–Pb system, involving two separate decay schemes
with common parent and daughter nuclides, mean that age information can be
obtained even from disturbed systems. Three dating techniques exploit this
situation, namely the U)Pb ‘zircon’ method, the common Pb)Pb method, and the galena model age method. These
methods will be discussed in the subsequent sections of the chapter.
Nevertheless, there are a few systems to which conventional U–Pb isochron dating has been applied
successfully. These include dating sediment deposition by means of marine
carbonate and dating prograde metamorphism by means
of garnet porphyroblasts. The first of these examples
will be examined here. U–Pb dating of garnets will be
discussed in section 5.2.7.
5.1.1 U–Pb dating of
carbonates
One area where U)Pb isochron
dating has been applied with moderate success is the direct dating of marine
carbonates, which have proven very difficult to date by other radiometric
methods. Uranium has a seawater residence time four orders of magnitude longer
than Pb, leading to a very high by 238U/204Pb
ratio (: value) of ca. 75 000 (Jahn and Cuvellier, 1994). Because U is also thought to have a
higher carbonate/seawater partition coefficient than Pb,
the : value of
marine carbonates could be even higher. An upper limit of 230 000 was suggested
by Jahn and Cuvellier,
corresponding to a U content of 1 ) 3 ppm and Pb content of ca. 1 ppb (part per billion). The highest : value observed in an ancient
biogenic calcite is 50 000 (Smith et al.,
1991). However, most ancient carbonates have values far lower than this, which
are therefore attributed to open system behaviour during post-depositional diagenesis and secondary alteration.
An
example of U–Pb dating of typical marine carbonates
is the study of Smith and Farquhar (1989) on Devonian
rugose (Heliophyllum)
corals from

Fig. 5.2. U)Pb
isochron diagram for Devonian corals from
Jones
et al. (1995) showed that in the
Capitan Limestone of

Fig. 5.3. Plot of
radiogenic 206Pb*/238U ages against U/Pb
ratio for the
Another
kind of carbonate material that has been proposed for dating stratigraphic sections is paleosol
calcite (Rasbury et
al. 1997). This type of calcite grows on the sediment surface when marine
sequences are subjected to sub-aerial exposure, forming a soil horizon. Under
these conditions sparry calcite grows as a cement, and has a brown colour which is caused by organic
material. This brown calcite can develop high : values (ca. 1000) which are
suitable for U/Pb isochron
dating. Rasbury et
al. analysed seven calcite samples from a horizon of this type near the
Carboniferous–Permian boundary in
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