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Quantification of the geometrical parameters of non-cylindrical folds

机译:非圆柱褶皱的几何参数的量化

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The geometrical parameters of natural folds are used by structural geologists to estimate finite strain and rheological properties of deformed rocks. The relation between geometry and rheology is well understood in cases of cylindrical folds, but is still limited for non-cylindrical folds, although the latter are frequent in nature. The sparsity of quantitative geometrical data of non-cylindrical folds can be explained by the small number of 3D exposures and by the lack of robust methods to quantify their geometrical parameters in 3D space. We present a new workflow, which can be used to quantify geometrical parameters of non-cylindrical folds. 3D fold geometry is described using fold wavelength, lambda, arc-length, L, and amplitude, A. As most natural folds do not show ideal shapes, but are affected by various types of discontinuities, the new procedure is not fully automatic, but requires the manual selection of measuring profiles along which the geometrical parameters are constrained. The new workflow is tested using natural and experimentally produced non-cylindrical folds.
机译:结构地质学家使用自然褶皱的几何参数来估计变形岩石的有限应变和流变特性。在圆柱状折痕的情况下,几何学和流变学之间的关系是众所周知的,但是对于非圆柱状折痕仍然是有限的,尽管后者在自然界中是很常见的。非圆柱状褶皱的定量几何数据的稀疏性可以通过3D曝光次数少和缺乏在3D空间中量化其几何参数的可靠方法来解释。我们提出了一个新的工作流程,该流程可用于量化非圆柱状褶皱的几何参数。使用折叠波长,λ,弧长,L和幅度A描述3D折叠几何形状。由于大多数自然折叠都不显示理想形状,但会受到各种不连续性的影响,因此新程序不是全自动的,而是需要手动选择几何参数受其约束的测量轮廓。使用自然的和实验产生的非圆柱状折痕对新的工作流程进行了测试。

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