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ARTICLE IN PRESS<br />

N.D. Sheldon, N.J. Tabor / Earth-Science Reviews xxx (2009) xxx–xxx<br />

11<br />

sub-metamorphic burial conditions. This is particularly important for<br />

Paleozoic <strong>and</strong> older paleosols because smectite is meta-stable <strong>and</strong><br />

may be altered to illite in the presence of K-rich pore waters. Nonetheless,<br />

unless there is evidence of K metasomatism or illitization (<strong>and</strong><br />

this is primarily of interest in metamorphosed areas or with very old, i.e.,<br />

Precambrian, paleosols) from petrography or some other method, the<br />

CIA is a good tool for evaluating chemical weathering <strong>and</strong> for comparing<br />

different paleosols. Both the CIA-K of Maynard (1992) <strong>and</strong> PIA of Fedo<br />

et al. (1995) of B horizons in soils are well-correlated with mean annual<br />

precipitation (see Section 5.5; Sheldon et al., 2002), so the primary<br />

recent use of the CIA-K has been for estimating <strong>paleoclimatic</strong> conditions<br />

(e.g., Nordt et al., 2006; Hamer et al., 2007a,b).<br />

One final consideration with this type of weathering index is that<br />

there is one piece of nomenclatural confusion that has been propagated<br />

through the literature. The “chemical index of weathering”<br />

(CIW; Harnois, 1988) <strong>and</strong> CIA-K (Maynard, 1992) were developed for<br />

different purposes (Harnois (1988) was concerned about the inconsistent<br />

behaviour of K during pedogenesis, <strong>and</strong> Maynard (1992) was<br />

concerned about K addition by metasomatism), but, nevertheless,<br />

involve the same equation:<br />

Al<br />

CIWðCIA − KÞ = 100 ×<br />

Al þ Ca þ Na<br />

Retallack (various, e.g., 2001b; see Colman, 1982) has advocated a<br />

slightly different weathering index because while CIA <strong>and</strong> its variants<br />

give a good accounting of feldspar weathering, other types of minerals<br />

are not necessarily captured by that index, in particular Mg-bearing<br />

minerals. The ΣBases/Al ratio (Table 3) is designed to overcome this<br />

<strong>and</strong> is calculated with the following expression (again, using<br />

molecular values for each element):<br />

P Bases<br />

Al<br />

Ca þ K þ Mg þ Na<br />

=<br />

Al<br />

The ΣBases/Al ratio is susceptible to the same potential issues with<br />

metasomatically altered paleosols as the CIA, but again, unless there is<br />

some reason to suspect post-burial alteration, the ratio may be used to<br />

describe weathering of paleosols. ΣBases/Al has been used for a<br />

variety of purposes including characterizing weathering intensity<br />

(e.g., Retallack, 1999; Bestl<strong>and</strong>, 2000; Retallack <strong>and</strong> Krull, 1999;<br />

Sayyed <strong>and</strong> Hundekari, 2006) <strong>and</strong> for taxonomic purposes (Sheldon<br />

et al., 2002). Sayyed <strong>and</strong> Hundekari (2006) compared a variety of<br />

weathering ratios including the ΣBases/Al ratio to examine differences<br />

between near-modern <strong>and</strong> Cretaceous weathering on “red bole”<br />

<strong>and</strong> “green bole” paleosols formed on Deccan Traps basalt flows. A<br />

ΣBases/Al ratio of 0.5 is a statistically significant dividing line between<br />

Alfisols (N0.5; dystric Argillisols) <strong>and</strong> Ultisols (b0.5; eutric Argillisols);<br />

that criterion is roughly equivalent to the Soil Survey Staff<br />

(2006) base saturation criteria of 35% to separate between base-rich<br />

Alfisols <strong>and</strong> base-poor Ultisols (Sheldon et al., 2002). An example<br />

where that criterion was applied can be found in Sheldon (2005), who<br />

used it to confirm a field identification of Alfisol-like paleosols. In<br />

addition, Clechenko et al. (2007) discuss a thick paleosol associated<br />

with the Paleocene–Eocene boundary as being comparable to a<br />

modern Ultisol. Using data from their paper (their Table 1), an average<br />

ΣBases/Al of 0.3 is obtained for the paleosols, lending additional<br />

support to this criterion as a means for distinguishing between paleo-<br />

Alfisols <strong>and</strong> paleo-Ultisols. A further application of the ΣBases/Al ratio<br />

can be found in Perez-Huerta <strong>and</strong> Sheldon (2006), who used it to<br />

examine how short-term sea level (i.e., glacio-eustatic) changes<br />

affected nutrient availability in shallow marine settings where the<br />

ΣBases/Al ratio was used to represent the fluctuating continental<br />

input derived from soils.<br />

ð6Þ<br />

ð7Þ<br />

Darmody et al. (2005) presented two other measurements of<br />

chemical weathering that they applied to modern soil formation with<br />

granitic parent materials:<br />

WI − 1=<br />

WI − 2=<br />

Si þ Ca<br />

Fe þ Ti<br />

Si þ Ca<br />

Fe þ Ti þ Al<br />

Darmody et al. (2005) found strong positive correlations between<br />

WI-1, WI-2, <strong>and</strong> Si/Al [1/“clayeyness” (Section 5.2.1)], <strong>and</strong> strong<br />

negative correlations with the CIW of Harnois (1988), suggesting that<br />

all of the ratios were capturing weathering intensity. To date, Eqs. (8)<br />

<strong>and</strong> (9) have not been widely applied to paleosols. One exception is<br />

Kahmann et al. (2008), who compared results between a number of<br />

indices <strong>and</strong> found that WI-1 <strong>and</strong> WI-2 were in relatively poor<br />

concordance with other weathering indices <strong>and</strong> also with estimates of<br />

mean annual precipitation derived from CIA-K values (see Section<br />

5.5.3). However, the parent material being studied by Kahmann et al.<br />

(2008; sediments) was very different than that being studied by<br />

Darmody et al. (2005). Thus, at this point, results using Eqs. (8)<br />

<strong>and</strong> (9) are equivocal <strong>and</strong> more testing is needed to determine if the<br />

relationships that Darmody et al. (2005) found are widely applicable<br />

or only apply to cases with granitic parent materials.<br />

5.2.3. Trace element ratios<br />

Trace element abundances vary considerably among different<br />

paleosol types <strong>and</strong> parent materials. In general, to be useful a trace<br />

element must be present at the 10 s–100 s ppm level, because the<br />

analytical uncertainty using either XRF or ICP is a couple of ppm. As<br />

with major elements, ratios between trace elements are favoured both<br />

as means of normalizing differences but also because different<br />

elements are gained or lost due to different pedogenic processes.<br />

Trace element geochemistry in paleosols has been used for a variety of<br />

applications including examining weathering intensity (e.g., Kahmann<br />

et al., 2008), evaluating leaching (Sheldon, 2006a; Retallack,<br />

2001a,b, 1999), <strong>and</strong> for provenance (Hamer et al., 2007b; Sheldon<br />

et al., 2009; Sheldon, 2006a). The most commonly used ratio is Ba/Sr,<br />

which is thought to represent leaching behaviour during weathering<br />

(Table 3; Sheldon, 2006a; Retallack, 2001b), where higher values<br />

represented more leaching. Both are alkaline earth elements <strong>and</strong> have<br />

similar atomic radii <strong>and</strong> similar chemical affinities, but Sr is<br />

significantly more soluble than Ba (Vinogradov, 1959), so under<br />

most conditions it will be leached more readily. Thus, a heavily<br />

leached paleosol should have relatively lower Ba/Sr ratios near the top<br />

of the profile <strong>and</strong> relatively high Ba/Sr ratios lower in the profile if a B<br />

horizon is present (Sheldon, 2006a). The Ba/Sr ratio has been used to<br />

characterize leaching behaviour in paleosols throughout the geologic<br />

record including Precambrian (Retallack <strong>and</strong> Mindszenty, 1994),<br />

Permian–Triassic (Krull <strong>and</strong> Retallack, 2000; Sheldon, 2006a), <strong>and</strong><br />

Cenozoic (Terry, 2001) examples. There are two potential weaknesses<br />

of applying the Ba/Sr ratio. First, the chemical behaviour of Ba is less<br />

well understood than Sr, particularly in soils. Second, different parent<br />

materials have variable initial concentrations (<strong>and</strong> textures due to<br />

different mineral composition), so relatively minor changes in absolute<br />

abundance in samples with small initial amounts could be<br />

interpreted as intensive leaching when the process was of relatively<br />

little importance.<br />

An additional trace element ratio that is potentially useful is U/Th<br />

(Table 3). U <strong>and</strong> Th are both actinide elements; This typically more<br />

abundant in most potential parent rocks except for limestones (e.g., Li,<br />

2000). Th <strong>and</strong> U are both relatively immobile during weathering<br />

except under intense conditions (Li, 2000), or where there is a strong<br />

ð8Þ<br />

ð9Þ<br />

Please cite this article as: Sheldon, N.D., Tabor, N.J., <strong>Quantitative</strong> <strong>paleoenvironmental</strong> <strong>and</strong> <strong>paleoclimatic</strong> <strong>reconstruction</strong> using paleosols, Earth-<br />

Science Reviews (2009), doi:10.1016/j.earscirev.2009.03.004

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