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Application of Schmidt hammer relative age dating to Late Pleistocene moraines and rock glaciers in the Western Tatra Mountains, Slovakia

机译:施密特锤的相对年龄在斯洛伐克西部塔特拉山晚更新世的冰山和冰川中的应用

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摘要

In order to evaluate the potential of the Schmidt hammer for relative age dating of Late Pleistocene moraines and rock glaciers, rebound (R) values were collected at 38 sites in two formerly glaciated valleys in the Western Tatras in northern Slovakia. A large statistical population of measurements obtained from moraine and rock glacier surfaces was used to analyze the variability of mean R-values in the same lithology and overall southern valley exposition. Four separate sets of glacial/periglacial morphosystems are present at different positions in the Western Tatras starting from valley outlets to the highest cirques, which represent successive phases of deglaciation. R-value means and 95% confidence intervals for selected Last Glacial Maximum (LGM), and Late Glacial (LG-1, LG-2 and LG-3) stages (respectively, 40.1 ± 1.1, 46 ± 0.5, 53.5 ± 1.0 and 60.5 ± 0.3) are significantly statistically different and values for each age category are comparable for the two analyzed valleys. The results of weathering indexes used in conjunction with geomorphological relationships were taken together to reconstruct the pattern of deglaciation on southern Tatra slopes. It is stated that the Schmidt hammer technique may be successfully used as a relative age dating tool for Late Pleistocene glacial and periglacial deposits, and with this method, it is possible to differentiate between Late Glacial moraines and rock glacier systems of different age.
机译:为了评估施密特锤对晚更新世的冰山和冰川的相对年代测年的潜力,在斯洛伐克北部塔特拉山的两个先前冰川谷中的38个地点收集了反弹(R)值。从冰ora和岩石冰川表面获得的大量统计测量值用于分析在相同岩性和整个南部山谷博览会中平均R值的变异性。从山谷出口到最高的三角洲,在塔特拉山西部的不同位置存在着四套不同的冰川/近缘形态系统,它们代表了冰消的连续阶段。选定的最后冰川期(LGM)和晚期冰川期(LG-1,LG-2和LG-3)阶段的R值均值和95%置信区间(分别为40.1±1.1、46±0.5、53.5±1.0和60.5±0.3)在统计上有显着差异,并且两个年龄段的每个年龄类别的值均具有可比性。将风化指数的结果与地貌关系结合起来,共同重建塔特拉南部斜坡上的冰消模式。据指出,施密特锤技术可以成功地用作晚更新世冰川和周缘冰川沉积物的相对年龄测年工具,并且通过这种方法,可以区分晚冰川的冰山和不同年龄的岩石冰川系统。

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    Kłapyta, Piotr;

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  • 年度 2013
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  • 原文格式 PDF
  • 正文语种 eng
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