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首页> 外文期刊>Earth and Planetary Science Letters: A Letter Journal Devoted to the Development in Time of the Earth and Planetary System >Low temperature thermochronology and strategies for multiple samples 2: Partition modelling for 2D/3D distributions with discontinuities
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Low temperature thermochronology and strategies for multiple samples 2: Partition modelling for 2D/3D distributions with discontinuities

机译:低温热年代学和多个样品的策略2:具有不连续性的2D / 3D分布的分区建模

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摘要

We present a new approach for modelling geological thermal histories from thermochronological data in 2D and 3D. The method allows data from multiple samples to be modelled jointly, improving the resolution of the final solution, and reduces the potential for over interpreting the data. Following from our previous work, we exploit the thermal history information contained in samples at different elevations to estimate palaeotemperature gradients. However, in this paper, we also allow for spatial discontinuities (e.g. faults) between samples, such that the thermal histories may change significantly over small distances. The major advance presented here is that the number and locations of such discontinuities do not need to be specified in advance, but can be inferred directly from the data. The problem is then to estimate the thermal histories for different clusters of samples, bounded by discontinuities, without knowing where the discontinuities are a priori. We implement the approach via Bayesian Partition Modelling, using reversible jump Markov chain Monte Carlo to deal with the changing dimensions for the number of partitions. Examples of the methodology in practice are given with both synthetic data and a real data set from Namibia. (c) 2005 Elsevier B.V. All rights reserved.
机译:我们提出了一种从2D和3D热年代学数据对地质热历史进行建模的新方法。该方法允许对来自多个样本的数据进行联合建模,从而提高了最终解决方案的分辨率,并减少了过度解释数据的可能性。根据先前的工作,我们利用不同高度的样本中包含的热历史信息来估计古温度梯度。但是,在本文中,我们还考虑了样本之间的空间不连续性(例如断层),使得热历史在小距离上可能会发生显着变化。这里提出的主要进步是,这种不连续点的数量和位置不需要事先指定,而可以直接从数据中推断出来。然后,问题是要估计不连续性所界定的不同样本簇的热历史,而又不知道不连续性在哪里是先验的。我们通过贝叶斯分区模型来实现该方法,使用可逆跳转马尔可夫链蒙特卡洛方法来处理分区数量的变化。结合纳米比亚的综合数据和实际数据,给出了实践中的方法示例。 (c)2005 Elsevier B.V.保留所有权利。

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