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首页> 外文期刊>Current Science: A Fortnightly Journal of Research >Gravitational attraction of a vertical pyramid model of flat top and bottom with depth-wise linear density variation
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Gravitational attraction of a vertical pyramid model of flat top and bottom with depth-wise linear density variation

机译:具有深度线性密度变化的平面顶部和底部的垂直金字塔模型的引力

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摘要

In 3D gravity modelling, a right rectangular paral-lelepiped with either constant density or variable density functions in spatial and spectral domains enjoys wide popularity. However, better unit models are needed to meet the large variety of geological scenarios. Here, we present an analytical expression for the gravity effect of a vertical pyramid model with depth-wise linear density variation. Initially, we validate our analytic expression against the gravity effect of a right rectangular parallelepiped and provide two synthetic examples and a case study for illustrating the effectiveness of our pyramid model in gravity modelling. The included case study of Los Angeles basin, California, USA, demonstrates the comparative advantages of our pyramid model over the conventional right rectangular vertical prism model. Thus, our pyramid model could be quiet effective as a building block for evaluating the gravity effect of an arbitrarily-shaped 3D or 2.5D source(s).
机译:在3D重力建模中,在空间和光谱域中具有恒定密度或可变密度函数的直角矩形方叶鳞片受到广泛欢迎。但是,需要更好的单位模型来满足各种各样的地质情况。在这里,我们给出了具有深度线性密度变化的垂直金字塔模型重力效应的解析表达式。最初,我们针对直角平行六面体的重力效应验证了我们的解析表达式,并提供了两个综合示例和一个案例研究,以说明我们的金字塔模型在重力建模中的有效性。包括美国加利福尼亚州洛杉矶盆地的案例研究,证明了我们的金字塔模型相对于传统的直角矩形垂直棱镜模型的比较优势。因此,我们的金字塔模型可以安静有效地用作评估任意形状的3D或2.5D源的重力效应的基础。

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