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Tetrad-Effects in REE Pattern of Granitoid Rocks: The Result of Liquid Immiscibility in Fluorine-Rich Silicate Melts

机译:花岗岩岩石REE模式中的四元效应:富氟硅酸盐熔体中液体不混溶的结果

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摘要

The smooth shape of chondrite-normalized spectra REE distribution in granitoid rocks is often violated by regular minima and maxima or tetrad-effects. Such peculiarities result from disruption of coherency of periodic filling of the f-sublevel in electron configuration of lanthanides in four groups or tetrads: La-Nd, Pm-Gd, Gd-Ho, and Er-Lu. Tetrad-effects of the W-type with concave curves between the boundary elements of tetrads are observed in REE patterns of seawater, algae, sponges, shell limestone, and some underground waters. Regular maxima of the M-type with convex curves in REE patterns were originally described in granite of Southern China [1]. Later, it was established that such REE distributions were typical for many granitoid rocks (rare-metal granite, ongonite, elvan, fluorine-rich rhyolite, granitic pegmatite), as well as for minerals composing them. The first (La-Nd), the third (Gd-Ho), and the fourth (Er-Lu) tetrads are applied for numerical description of tetrad-effects in chondrite-normalized REE distribution. The second tetrad (Pm-Gd) is not accounted for because of the Eu minimum and the absence of Pm under terrestrial environments.
机译:规则的最小值和最大值或四面体效应经常破坏球粒陨石标准化频谱REE在花岗岩中的光滑形状。这种特殊性是由于破坏了镧系四或四组中镧系元素的电子构型中f-亚能级的周期性填充的相干性:La-Nd,Pm-Gd,Gd-Ho和Er-Lu。在海水,藻类,海绵,壳石灰石和某些地下水的REE模式中观察到W型的四分体效应,在四分体的边界元素之间具有凹曲线。 REE模式中具有凸曲线的M型规则最大值最初是在中国南方的花岗岩中描述的[1]。后来,人们确定这种稀土元素分布对于许多花岗岩类岩石(稀有金属花岗岩,Ongonite,elvan,富氟流纹岩,花岗伟晶岩)以及组成它们的矿物都是典型的。第一(La-Nd),第三(Gd-Ho)和第四(Er-Lu)四元组用于球粒陨石归一化REE分布中的四元组效应的数值描述。由于Eu极小值且在陆地环境下不存在Pm,因此未考虑第二个四元组(Pm-Gd)。

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  • 来源
    《Doklady Earth Sciences》 |2010年第2期|p.1042-1047|共6页
  • 作者单位

    Vinogradov Institute of Geochemistry, Siberian Branch, Russian Academy of Sciences, Irkutsk;

    Vinogradov Institute of Geochemistry, Siberian Branch, Russian Academy of Sciences, Irkutsk;

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