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Petroleum and Gas Reserves Exploration by Real-Time Expert Seismology and Non-Linear Seismic Wave Motion

机译:通过实时专家地震学和非线性地震波运动勘探石油和天然气储量

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By using a non-linear 3-D elastic waves real-time expert system, the new theory of “ Non-linear Real-Time Expert Seismology ” is investigated, for the exploration of the on-shore and off-shore petroleum and gas reserves all over the world. Such a highly innovative and groundbreaking technology is working under Real Time Logic for searching the on-shore and off-shore hydrocarbon reserves developed on the continental crust and in deeper water ranging from 300 to 3000 m, or even deeper. Consequently, this real-time expert system, will be the best device for the exploration of the continental margin areas (shelf, slope and rise) and the very deep waters, as well. The proposed modern technology can be used at any depth of seas and oceans all over the world and for any depth in the subsurface of existing oil reserves. Beyond the above, the various mechanical properties of rock regulating the wave propagation phenomenon appear as spatially varying coefficients in a system of time-dependent hyperbolic partial differential equations. The propagation of the seismic waves through the earth subsurface is described by the wave equation, which is then reduced to a Helmholz differential equation. Furthermore, the Helmholtz differential equation is numerically evaluated by using the Singular Integral Operators Method (S.I.O.M.). Several properties are further analyzed and investigated for the wave equation. Finally, an application is proposed for the determination of the seismic field radiated from a pulsating sphere into an infinite homogeneous medium. Thus, by using the S.I.O.M., then the acoustic pressure radiated from the above pulsating sphere is determined.
机译:利用非线性3-D弹性波实时专家系统,研究了“非线性实时专家地震学”的新理论,用于勘探陆上和近海石油天然气储量世界各地的。如此高度创新和突破性的技术正在Real Time Logic的支持下,用于搜寻在大陆壳和300至3000 m甚至更深的水中开发的陆上和近海油气储量。因此,这种实时专家系统将是勘探大陆边缘地区(陆架,斜坡和上升)以及非常深水域的最佳设备。所提出的现代技术可以在全世界任何深度的海洋和现有石油储量的地下任何深度使用。除上述以外,调节波传播现象的岩石的各种力学性能在时变双曲型偏微分方程组中表现为空间变化系数。地震波通过地下地下的传播由波动方程描述,然后简化为Helmholz微分方程。此外,通过使用奇异积分算子方法(S.I.O.M.)对Helmholtz微分方程进行数值评估。进一步针对波动方程分析和研究了几种特性。最后,提出了一种用于确定从脉动球体辐射到无限均匀介质中的地震场的应用程序。因此,通过使用S.I.O.M.,然后确定从上述脉动球体辐射的声压。

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