TITLE:
Differential Integrals of Curves and Inversion of Magnetic Source Morphology
AUTHORS:
Jiaxiong Cai
KEYWORDS:
Applied Mathematics, Magnetic Source Form, Inflection Vector, Symbol Recognition, Thickening Judgment, Spatial Form
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.6 No.6,
June
11,
2018
ABSTRACT: In this paper, the problem of
magnetic source shape determination is simplified into iterative inversion
after symbol recognition. Based on the theory of differentiating different
forms of magnetic sources by integral magnetic anomaly curves, a unified
expression for calculating magnetic fields of different magnetic sources under
undulating terrain conditions is given, and the triangular system plate
interpretation method is used to identify the magnetic fields of different
magnetic sources. The calculus parameter basis for the classification of
unknown magnetic source morphology and the method technology for determining
the magnetic source spatial morphology are confirmed. The example shows that
the application of the calculus triangulation method to the magnetic source
morphological system inversion has a good prospect.