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首页> 外文期刊>Journal of structural geology >Parasitic folds with wrong vergence: How pre-existing geometrical asymmetries can be inherited during multilayer buckle folding
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Parasitic folds with wrong vergence: How pre-existing geometrical asymmetries can be inherited during multilayer buckle folding

机译:具有错误聚散的寄生褶皱:多层扣褶皱折叠过程中如何继承先前存在的几何不对称性

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摘要

Parasitic folds are typical structures in geological multilayer folds; they are characterized by a small wavelength and are situated within folds with larger wavelength. Parasitic folds exhibit a characteristic asymmetry (or vergence) reflecting their structural relationship to the larger-scale fold. Here we investigate if a pre-existing geometrical asymmetry (e.g., from sedimentary structures or folds from a previous tectonic event) can be inherited during buckle folding to form parasitic folds with wrong vergence. We conduct 2D finite-element simulations of multilayer folding using Newtonian materials. The applied model setup comprises a thin layer exhibiting the pre-existing geometrical asymmetry sandwiched between two thicker layers, all intercalated with a lower-viscosity matrix and subjected to layer-parallel shortening. When the two outer thick layers buckle and amplify, two processes work against the asymmetry: layer-perpendicular flattening between the two thick layers and the rotational component of flexural flow folding. Both processes promote de-amplification and unfolding of the preexisting asymmetry. We discuss how the efficiency of de-amplification is controlled by the larger-scale fold amplification and conclude that pre-existing asymmetries that are open and/or exhibit low amplitude are prone to de-amplification and may disappear during buckling of the multilayer system. Large-amplitude and/or tight to isoclinal folds may be inherited and develop type 3 fold interference patterns. (C) 2016 Elsevier Ltd. All rights reserved.
机译:寄生褶皱是地质多层褶皱中的典型结构。它们的特征在于波长小,并且位于波长较大的褶皱内。寄生褶皱表现出特征性的不对称性(或趋向性),反映了它们与大规模褶皱的结构关系。在这里,我们研究了是否可以在带状褶皱折叠过程中继承先前存在的几何不对称性(例如,来自沉积结构或先前构造事件的褶皱),从而形成具有错误聚散的寄生褶皱。我们使用牛顿材料进行多层折叠的二维有限元模拟。所应用的模型设置包括一个薄层,该薄层表现出预先存在的几何不对称性,该薄层夹在两个较厚的层之间,所有层均插入了较低粘度的矩阵中,并进行了平行层缩短。当两个外部厚层屈曲并放大时,有两个过程对不对称起作用:两个厚层之间的层垂直展平以及弯曲流动折叠的旋转分量。这两个过程都促进了先前不对称性的去放大和展开。我们讨论了如何通过大规模的倍数扩增来控制去扩增的效率,并得出结论,开放的和/或表现出低幅度的预先存在的不对称性易于去扩增,并且在多层系统屈曲期间可能会消失。大幅度的和/或紧密的至等腰折可能会被继承,并形成3型折叠干涉图样。 (C)2016 Elsevier Ltd.保留所有权利。

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