岩石圈结构形成与演化过程的地球动力学模拟:地球科学院施密特物理研究所的经验

V. Mikhailov, E. Timoshkina
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引用次数: 0

摘要

本文介绍了俄罗斯科学院地球物理研究所岩石圈结构数值地球动力学模拟的主要结果。即使在最初的模型中,这些研究的目的是描述组成地质构造的层边界的时间演化,这是将建模结果与地质和地球物理数据相关联所必需的。1983年,模型上界的运动方程得到了沉积和侵蚀余量的补充。该方程为建立不同类型沉积盆地形成的地球动力学模型提供了基础,并为从沉积层厚度、年龄、相组成等方面估计古构造运动速率的问题提供了数学分析。在与地幔对流模型渐近联系的地球流变分层边界层模型中,获得了大尺度构造形成和演化过程的新数据。特别是探讨了在伸展和挤压构造背景下,小尺度对流在岩石圈结构形成中的作用。数值结果清楚地显示了小尺度软流圈对流在沉积盆地形成过程中的关键作用(裂谷后、被动大陆边缘、前深盆地)。建立的模型是在地球动力学模型背景下解释非均质地质和地球物理数据的基础。给出了反问题表述的实例,并提供了相关的参考文献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Geodynamic modeling of the process of formation and evolution of lithospheric structures: experience of Schmidt institute of physics of the earth RAS
Key results of numerical geodynamic modeling of the structures of the lithosphere at the Institute of Physics of the Earth of the Russian Academy of Sciences are presented. Even in the very first models, the aim of these studies was to describe the time evolution of the boundaries of the layers composing the geological structures which is required for correlating the modeling results to the geological and geophysical data. In 1983, the equation of motion for the upper boundary of the model was complemented by the allowance of sedimentation and erosion. This equation provided the basis for building the geodynamic models of the formation of various types of sedimentary basins and made it possible to mathematically analyze the problem of estimating the rates of paleotectonic movements from thickness, age, and facies composition of sedimentary layers. New data on the formation and evolution processes of large-scale tectonic structures are obtained in the model of a rheologically stratified Earth’s boundary layer, asymptotically linked to mantle convection model. In particular, the role of the small-scale convection in the formation of lithospheric structures in the tectonic settings of extension and compression has been explored. The numerical results clearly demonstrate the key role of the small-scale asthenospheric convection in sedimentary basin formation (post-rift, on passive continental margins, in foredeep basins). The constructed models served as the basis for interpretation of heterogeneous geological and geophysical data in the context of geodynamic models. The examples of statement of inverse problems are presented and the relevant bibliography is provided.
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