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Magnetotellurics: the CBB or phase tensor and Bahr's 1988 analysis

机译:magnetotellurics:CBB或相位张量和BAHR的1988年分析

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The phase tensor of magnetotellurics is analysed in terms of its invariants with regard to axes rotation. These invariants are displayed as conic sections (ellipses), eigenvectors, and as Mohr diagrams. Attention is drawn to a supplementary ellipse which may be constructed to complement the usual phase tensor ellipse. The two ellipses together help convey the full information available from phase tensor analysis. For the cases of 1D and 2D regional structure, the ellipses, eigenvectors and Mohr diagrams show distinctive features, such as no preferred strike direction in the case of 1D, and a consistent strike (or across-strike) direction in the case of 2D. In the general case of 3D regional structure a "closest 2D strike" direction may be apparent, though there is a range of possibilities for this quantity. The range includes Bahr's regional strike estimates, which are shown to be given by the eigenvectors of the phase tensor. Generally in this paper, the phase tensor will be referred to as the CBB tensor, in recognition of its discoverers Caldwell, Bibby and Brown.
机译:在轴旋转方面,在其不变量方面分析了磁音素的相位张量。这些不变性显示为圆锥部分(省略号),特征向量和MoHR图。将注意力绘制到可以构造成补充通常的相位张量椭圆形的椭圆。两个椭圆在一起帮助传达相位张量分析可获得的完整信息。对于1D和2D区域结构的情况,椭圆形,特征向量和MOHR图示出了独特的特征,例如在1D的情况下没有优选的击缝方向,并且在2D的情况下是一致的击打(或横跨撞击)方向。在3D区域结构的一般情况下,“最近的2D击球”方向可能是显而易见的,尽管存在这种量的可能性范围。该范围包括BAHR的区域罢工估计,其被证明是由相位张量的特征向量给出。通常,在本文中,相位张量将被称为CBB张量,以识别其发现者Caldwell,Bibby和Brown。

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