Ab'/> Diagnostics of the shape and orientation of a rock failure zone based on electrical measurements as an inverse problem of geophysics
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Diagnostics of the shape and orientation of a rock failure zone based on electrical measurements as an inverse problem of geophysics

机译:基于电测量作为地球物理逆问题的基于电测量的岩石破坏区形状和取向的诊断

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AbstractExploration geophysics is concerned with the development of methods and techniques for remote search for mineral deposits, solution of various engineering and geological problems, mining monitoring, and diagnostics of zones of rock bursts and natural and technogenic tectonic earthquakes. In this paper, we consider the diagnostic problem of exploration geophysics related to the determination of the shape and inclination angle of a plane source of natural geoelectric field, which, under certain conditions, simulates a rock failure zone, e.g., during the preparation of rock bursts at the sites of developed mineral deposits. This approach may also be useful in determining the shape and size of ore shoots by electrical measurements on the ground surface. Evaluation of the parameters of a rock failure zone is required in the case of accumulation of multiple fractures having charges of the same sign before a catastrophic failure. This problem is formulated as a Fredholm-Urysohn integral equation of the first kind. The solution of the integral equation is sought using the Tikhonov regularization method of the second order.]]>
机译:<![cdata [ 抽象 探索地球物理涉及开发远程搜索矿物沉积物,各种工程解决方案的方法和技术地质问题,采矿监测和岩石爆发区的诊断与自然与介绍构造地震。在本文中,我们考虑与确定天然地质电场平面源的形状和倾斜角度相关的勘探地球物理的诊断问题,这在某些条件下模拟了岩石破坏区,例如在制备岩石期间在发达的矿物沉积物的遗址爆发。这种方法也可用于通过地面上的电测量确定矿石芽的形状和尺寸。在灾难性故障前具有相同标志的多重骨折的多个骨折的累积的情况下需要评估岩石破坏区的参数。该问题被制定为第一类的Fredholm-UrysoHN积分方程。寻求二次序列的Tikhonov规则化方法寻求积分方程。 ]]>

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