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本文对于二度问题证明了总磁場强度△T与垂直磁場强度Z的一般表达式具有相同的形式,因此可以把△T异常曲线看成Z异常曲线,利用复变函数理论中的柯西-黎曼条件我们就可根据△T异常曲线计算出与H异常曲线相当的所谓△T的“负共轭调和函数”△T,文中指出了同时利用△T及其原函数△T将有助于磁测资料的解释工作,还举出了两个应用的例子:1)根据△T与△T计算二度体的磁矩及其倾角;2)利用观测水平上的△T及△T值将△T向下解析延拓。
This paper proves that the general expression of the total magnetic field strength ΔT and the vertical magnetic field strength Z has the same form for the second degree problem. Therefore, the abnormal T curve can be regarded as the Z-anomaly curve. By using the theory of complex function, Mann’s condition, we can calculate the “negative conjugate harmonic function” △ T of so-called △ T corresponding to the H anomaly curve according to the △ T anomaly curve. It is pointed out that using both △ T and its original function △ T will help the magnetic Measurement data interpretation work, also cited two examples of applications: 1) According to △ T and △ T calculation of the second body of the magnetic moment and its inclination; 2) the use of observation level of △ T and △ T value △ T downward analysis extension.