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Tectonic and structural control of fluvial channel morphology in metamorphic core complexes: The example of the Catalina-Rincon core complex, Arizona

机译:变质核心复合物中河流通道形态的构造和结构控制:以亚利桑那州卡塔琳娜-林孔核心复合物为例

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摘要

Fluvial channels in metamorphic core complexes are preferentially oriented parallel and perpendicular to the direction of tectonic extension. This pattern has been variably attributed to such causes as tectonic tilting during extension, channel elongation by slip along the range-bounding detachment fault, and the exploitation of extension-related joint sets during channel incision. In this paper we use field measurements, digital elevation model analyses, and numerical modeling to test hypotheses for the tectonic and structural control of fluvial channels in metamorphic core complexes, using the Catalina-Rincon core complex in southern Arizona, USA, as a type example. Field measurements and aerial photographic analyses indicate that channels of all sizes exploit steeply dipping joint sets during fluvial incision. As a consequence, channels become preferentially aligned along those joint sets. First and second Strahler-order channels preferentially exploit a joint set oriented perpendicular to the extension direction, while higher-order channels preferentially exploit a joint set oriented parallel to the extension direction. While these observations support the joint-exploitation hypothesis for structural control of drainage architecture, numerical modeling indicates that the spatial distribution of rock uplift during the initial phase of extension plays a crucial role by determining which joint set is preferentially exploited by channels of which Strahler orders. Numerical models indicate that higher-order channels exploit the joint set that is most closely aligned with the direction of initial tectonic tilting, even if that tilting is active for only a short period of time following the initiation of uplift. We conclude that the drainage architecture in the Catalina-Rincon core complex is the result of a combination of joint exploitation and tectonic tilting mechanisms. Structure also plays an important role in controlling the longitudinal profiles of channels in metamorphic core complexes. Channels in the Catalina-Rincon core complex are characterized by structurally controlled knickpoints with a wide distribution of heights and spacings. Field observations indicate that the occurrence of structurally controlled knickpoints and the resulting variability in longitudinal profile form is related to spatial variations in joint density. Numerical models that incorporate spatial variations in joint density using a stochastic bedrock erodibility coefficient are capable of reproducing the statistical properties of longitudinal profiles in the Catalina-Rincon core complex, including the power spectrum of longitudinal profiles and the frequency size distribution of structurally controlled knickpoints. The results of this study illustrate the important roles played by both jointing and the spatial distribution of rock uplift on the geomorphic evolution of metamorphic core complexes. More broadly, the study provides a recipe for how to incorporate joint-related structural controls into landscape evolution models.
机译:变质岩心复合物中的河流通道优先以 平行和垂直于构造扩展的方向。这种模式被不同地归因于诸如 的原因,例如延伸过程中的构造倾斜,沿范围脱离脱离滑移造成的通道延伸 和利用 在通道切口中与伸展有关的关节组。在 中,我们使用现场测量,数字高程模型 分析和数值模型来检验关于河道中 构造和结构控制的假设。以美国亚利桑那南部 的Catalina-Rincon核心配合物为类型,来构造变质 核心配合物。野外测量和空中 摄影分析表明,在河流切开过程中,各种尺寸的通道都利用了 陡峭的关节组。结果, 通道优先沿着那些关节组对齐。 第一和第二Strahler阶通道优先利用 垂直于关节的关节组。扩展方向, 而高阶通道优先利用平行于扩展方向的联合集 。虽然这些观察结果 支持排水结构的结构控制 的联合开采假说,但数值模型表明, 在初始阶段岩石隆起的空间分布通过确定哪个Strahler 顺序优先使用哪个联合 集,扩展的相位 起着至关重要的作用。数值模型表明,高阶通道 利用与初始构造倾斜的 方向最紧密对齐的关节组,即使该倾斜 隆起开始后 仅在短时间内处于活动状态。我们得出结论, 卡塔利娜-林孔岩心复合体中的排水结构是联合开采和构造倾斜机制相结合的结果。结构 在控制变质核心复合物中通道的纵向 中也起着重要作用。 Catalina-Rincon核心复合物中的通道 的特征是结构 控制的拐点,高度和 间距分布较宽。现场观察表明, 结构控制的拐点的出现以及纵向轮廓形式的结果变异性 与关节密度的空间变化 有关。使用随机基岩可蚀性 系数结合关节密度的空间 变化的数值模型能够再现卡塔利娜岛纵向剖面的统计特性。 Rincon核心复合体, 包括纵向剖面的功率谱和结构控制的拐点的 频率大小分布。 该研究结果说明了重要的岩石隆起的结合和空间分布在变质岩心复合体地貌演化中起着 的作用。进一步, 这项研究为如何将与关节相关的 结构控制纳入景观演化模型提供了一个秘诀。

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  • 来源
    《Geosphere》 |2009年第4期|363-384|共22页
  • 作者单位

    Department of Geosciences, University of Arizona, Gould-Simpson Building, 1040 East Fourth Street, Tucson, Arizona 85721–0077, USA;

    Department of Geosciences, University of Arizona, Gould-Simpson Building, 1040 East Fourth Street, Tucson, Arizona 85721–0077, USA;

    Program in Applied Mathematics, University of Arizona, 617 N. Santa Rita Avenue, Tucson, Arizona 85721–0089, USA;

    Department of Geosciences, University of Arizona, Gould-Simpson Building, 1040 East Fourth Street, Tucson, Arizona 85721–0077, USA;

    Department of Geosciences, University of Arizona, Gould-Simpson Building, 1040 East Fourth Street, Tucson, Arizona 85721–0077, USA;

    Department of Hydrology and Water Resources, University of Arizona, John W. Harshbarger Building, 1133 James E. Rogers Way, Tucson, Arizona 85721, USA;

    Program in Applied Mathematics, University of Arizona, 617 N. Santa Rita Avenue, Tucson, Arizona 85721–0089, USA;

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