Computation of magnetic gradients due to three-dimensional bodies |
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Authors: | Changli Yao Zhining Guan |
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Institution: | (1) China University of Geosciences, 100083 Beijing, China |
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Abstract: | Thc expressions of magnetic gradients due to 3-D homogeneous magnetized polyhedra are systematically derived and presented,
fronr which the forward problem of magnetic gradients of an arbitrary shaped geological body is solved. It is shown that in
the rotation of coordinate systems there is an essential difference between the transformation of magnetic fields and that
of their gradients. In a 2-D coordinate system a unified transformation formula of any order gradients can he derived, hut
cannot in the 3-D case. The calculations of synthetic models show the correctness of the expressioils or magnetic gradients.
Project supported by the National Natural Science Foundation of China. |
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Keywords: | pnlyhedral body magnetic gradients forward calculation coordinate transformation |
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