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3D fold growth rates

机译:3D增长率

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摘要

Geological folds are inherently 3D structures; therefore, they also grow in three dimensions. Here, fold growth in all three dimensions is quantified by numerically simulating upright single- layer folds in 3D Newtonian media. Horizontal uniaxial shortening leads to a buckling instability, which grows from a point-like initial perturbation in all three dimensions by fold amplification (vertical), fold elongation (parallel to fold axis) and sequential fold growth (parallel to shortening direction) of secondary (and further) folds adjacent to the initial isolated fold. The two lateral directions exhibit similar averaged growth rates, leading to bulk fold structures with aspect ratios in map view close to 1. However, fold elongation is continuous with increasing bulk shortening, while sequential fold growth exhibits jumps whenever a new sequential fold appears and the bulk fold structure therefore suddenly occupies more space. Compared with the two lateral growth directions, fold amplification exhibits a slightly higher growth rate.
机译:地质褶皱本质上是3D结构。因此,它们也在三个维度上增长。在此,通过数值模拟3D牛顿介质中的直立单层折叠来量化所有三个维度上的折叠增长。水平单轴缩短会导致屈曲不稳定性,这种屈曲不稳定性是通过二次放大倍数(垂直),倍数伸长(平行于倍数轴)和相继倍数增长(平行于缩短方向)从所有三个维度上的点状初始扰动增长而来的。进一步)与初始隔离折叠相邻的折叠。这两个横向方向显示出相似的平均生长速率,从而导致体折叠结构在地图视图中的纵横比接近1。但是,折叠伸长率随着体部缩短的增加而连续,而每当出现新的顺序折叠时,顺序折叠生长就会出现跳跃,并且因此,大折叠结构突然占据了更多空间。与两个横向生长方向相比,倍数扩增表现出略高的生长速率。

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