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首页> 外文期刊>Journal of sedimentary research >SEQUENCE STRATIGRAPHIC INTERPRETATION IN MARGINAL MARINE SETTINGS BY THE APPROACH OF PARASEQUENCE-THICKNESS-TO-SANDSTONE-FRACTION RATIO: CASE STUDIES OF THE GALLUP AND FERRON OUTCROPS IN THE WESTERN INTERIOR BASIN, USA
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SEQUENCE STRATIGRAPHIC INTERPRETATION IN MARGINAL MARINE SETTINGS BY THE APPROACH OF PARASEQUENCE-THICKNESS-TO-SANDSTONE-FRACTION RATIO: CASE STUDIES OF THE GALLUP AND FERRON OUTCROPS IN THE WESTERN INTERIOR BASIN, USA

机译:基于副层序-厚度-砂岩分数比的方法对边缘海相环境中的层序地层学解释——以美国西部内陆盆地盖洛普和费隆露头为例

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The parasequence-thickness-to-sandstone-fraction ratio (TSF) is a simple but potentially powerful tool to identify stratal stacking patterns and associated systems tracts in siliciclastic paralic sequences. Parasequence thickness (T) reflects accommodation, and the sandstone fraction (SF) may serve as a proxy for the rate of sediment supply. Although previous research shows the effectiveness of applying TSF techniques to sequence stratigraphic analyses in siliciclastic depositional environments, constraints and analytical procedures of the technique are still not clearly illustrated. The paleogeography and sequence stratigraphy of the Cretaceous Gallup system and Ferron Notom deltaic complex in the Western Interior Basin have been extensively studied, providing an opportunity to explore the applicability and detailed workflow of the TSF method. TSF analyses are conducted first on two representative measured sections from the Gallup and the Ferron outcrops, respectively. The TSF analyses of the two one-dimensional (1D) sections are capable of identifying transgressive-regressive (T-R) cycles of the two deltas. However, the 1D sections can reflect the accommodation and sediment supply change only at single locations, which limits their usefulness in identification of stratigraphically consecutive parasequences and composite bounding surfaces. The utility of TSF analyses on cross sections is then tested on a depositional-dip transect of the Gallup delta, as well as dip-oblique and strike-oblique cross sections of the Ferron Notom delta. Parameters of T and SF are acquired from measured sections as well as interpolated virtual sections. For both the Gallup system and the Ferron Notom deltaic complex, the cross-sectional TSF analyses are more effective in recognizing systems tracts and associated bounding surfaces than the TSF analyses in 1D sections. Because dip-oriented cross sections usually encompass both proximal and distal parts of parasequences, and preserve stratigraphically continuous successions, they can provide more complete information for TSF interpretations than strike-oriented cross sections. Above all, TSF analysis via both measured and virtual sections along a depositional-dip profile is inclined to result in sequence stratigraphic categories that best match those based on the full set of geological observations. TSF analyses can also be used to identify general direction of shoreline trajectories in both the Gallup and Ferron Notom deltas. Parameterization of T, SF, and maximum progradation distance for both the Gallup and Ferron Notom parasequences are used to indicate shelf gradients throughout their deposition. The prominent differences of the shelf gradients between different deltaic parasequences indicate differences in allogenic and autogenic controls on the development of T-R sequences in these two deltas.
机译:副层序-厚度-砂岩分数比 (TSF) 是一种简单但可能强大的工具,用于识别硅质碎屑副层序中的地层堆积模式和相关系统区域。平行层序厚度(T)反映了沉积物的调节,砂岩部分(SF)可以作为沉积物供应速率的代理。尽管先前的研究表明,在硅质碎屑沉积环境中应用TSF技术进行层序分析是有效的,但该技术的限制和分析程序仍未得到明确说明。对西部内陆盆地白垩统盖洛普系统和Ferron Notom三角洲杂岩的古地理学和层序地层学进行了广泛的研究,为探索TSF方法的适用性和详细工作流程提供了机会。首先对盖洛普和费隆露头的两个具有代表性的测量剖面进行TSF分析。两个一维 (1D) 截面的 TSF 分析能够识别两个 delta 的越界-回归 (T-R) 循环。然而,一维剖面只能反映单个位置的沉积物和沉积物供应变化,这限制了它们在识别地层连续副层序和复合边界面方面的实用性。然后,在盖洛普三角洲的沉积-倾角横断面以及Ferron Notom三角洲的倾角和走向斜面上测试了TSF分析对横截面的效用。T 和 SF 的参数是从测量截面以及插值的虚拟截面中获取的。对于盖洛普系统和 Ferron Notom 三角洲复合体,横截面 TSF 分析在识别系统区域和相关边界曲面方面比一维截面中的 TSF 分析更有效。由于倾角导向的横截面通常包括平行层序的近端和远端部分,并保留了地层连续的演替,因此它们可以为TSF解释提供比走向导向横截面更完整的信息。最重要的是,通过沿沉积-倾角剖面的测量剖面和虚拟剖面进行TSF分析,倾向于产生与基于全套地质观测结果的层序地层类别最匹配的层序地层类别。TSF 分析还可用于确定盖洛普和费隆诺托姆三角洲海岸线轨迹的大致方向。Gallup 和 Ferron Notom 副序列的 T、SF 和最大渐变距离的参数化用于指示其整个沉积过程中的货架梯度。不同三角洲副序列之间货架梯度的显著差异表明,同种异体和自体对照对这两个三角洲中T-R序列发育的差异。

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