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92 SMITHSONIAN CONTRIBUTIONS TO THE EARTH SCIENCES<br />

is that of Grossman (1973) on 16 specimens of<br />

Ca/Al-rich inclusions selected by Dr. E. A. King,<br />

Jr., of the University of Houston. Grossman determined<br />

Fe, Mn, Na, Sc, La, Sm, Eu, Yb, Co, Ir,<br />

and Au in these specimens and on two samples of<br />

the bulk meteorite. Through the kindness of Dr.<br />

King, we received splits of specimens 1, 4, and 8<br />

analyzed by Dr. Grossman. These had been selected<br />

as covering a wide compositional range, and<br />

our analyses show that sample 1 belongs to Group<br />

I, sample 4 to Group III, and sample 8 to Group II.<br />

Grossman's data for the remaining samples indicate<br />

that they all belong to Group I.<br />

Perhaps the most intriguing feature revealed by<br />

the present research is the occurrence of at least<br />

three different lanthanide distribution patterns in<br />

the materials comprised under the description of<br />

Ca/Al-rich inclusions. Although Groups I, II, and<br />

III do show characteristic differences in major element<br />

composition, these differences are relatively<br />

much less than those for the trace elements. The<br />

presence of marked Yb anomalies in Groups II and<br />

III, and of a Tm anomaly in Group II appears to<br />

be unique to these Allende materials; to our<br />

knowledge Yb and Tm are closely coherent with<br />

the neighboring lanthanides both in terrestrial and<br />

in lunar materials.<br />

It is remarkable at first glance that in Group II<br />

a negative Eu anomaly is associated with a positive<br />

Yb anomaly, whereas in Group III a negative<br />

Eu anomaly is associated with a negative Yb anomaly.<br />

However, when the Eu and Yb abundances in<br />

individual samples in these two groups are compared,<br />

one finds that the Eu/Yb ratio is relatively<br />

constant (Table 3). Figure 1 shows that the Yb<br />

anomaly is positive in Group II because it is<br />

superimposed on a fractionated lanthanide pattern<br />

with rapidly diminishing abundances of the heavier<br />

elements, whereas it is negative in Group III because<br />

it is superimposed on an unfractionated lanthanide<br />

pattern in which all the other elements<br />

(except Eu) are strongly enriched.<br />

Thus in Groups II and III Eu and Yb show a<br />

geochemical coherence unrelated to the other lanthanides.<br />

After Eu, Yb is the lanthanide most<br />

readily reduced to the divalent state, and this provides<br />

a possible explanation for this coherence.<br />

However, this explanation requires highly reducing<br />

conditions at some stage in the origin of Group<br />

II and III materials, more reducing, for example,<br />

than for lunar rocks, which show Eu anomalies but<br />

do not have Yb anomalies. In this connection, too,<br />

it is puzzling to find no Yb anomalies either in<br />

Group I materials or their constituent minerals<br />

(Mason and Martin, 1974). Boynton (1975) comments<br />

that it seems unlikely that divalent Yb can<br />

explain the Yb anomalies, since Sm is nearly as<br />

easily reduced as Yb, and there is no evidence of<br />

an Sm anomaly. He points out that the condensation<br />

of lanthanides from the solar nebula may be<br />

controlled by thermodynamic equilibrium between<br />

gas and condensed solids, and that highly fractionated<br />

lanthanide patterns may result if condensates<br />

are removed from the gas before condensation is<br />

complete. Both Yb and Eu are predicted to be<br />

extremely depleted in the early condensate without<br />

the requirement of condensation in the divalent<br />

state. According to Boynton's model, the<br />

Group II inclusions may be a condensate from a<br />

previously fractionated gas rather than from a gas of<br />

solar composition. Thus the cosmochemical properties<br />

of Eu and Yb (determined by gas-solid equilibria)<br />

may be quite different from crystallochemical<br />

properties (determined by liquid-solid and solidsolid<br />

equilibria), and may allow an unambiguous<br />

determination of which process is yielding a specific<br />

lanthanide pattern.<br />

The most remarkable and thought-provoking<br />

anomaly is the positive Tm anomaly in Group II<br />

samples. Group II samples 37 and 3598 were analyzed<br />

in 1971, when no attempt was made to measure<br />

Tm because of possible interference on the 169<br />

mass number. In 1973 it was realized that the 169<br />

mass number line in many Allende samples was<br />

much too strong to be due to the multiple carbon<br />

interference, and it was found that in Group I<br />

samples Tm values were obtained that fell on the<br />

smooth chondrite-normalized curve linking Er and<br />

Yb. However, the Tm values for Group II samples<br />

are anomalously high in comparison to Er and Yb<br />

(Figure 1). A similar Tm anomaly in some Allende<br />

aggregates has recently been reported by Conrad,<br />

Schmitt, and Boynton (1975). The cause of this<br />

Tm anomaly remains to be elucidated. Boynton<br />

(1975) has discussed rare earth anomalies in terms<br />

of fractional condensation in the solar nebula, and<br />

this may be invoked as a possible cause. Another<br />

possibility, suggested by the search for evidence for

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