Concepts:
This guide summarizes the equipment, field procedures and interpretation methods used for the characterization of subsurface materials and geological structure as based on their properties to conduct, enhance or obstruct the flow of electrical currents as induced in the ground by an alternating electromagnetic field.
The frequency domain method requires a transmitter or energy source, a transmitter coil, receiver electronics, a receiver coil, and interconnect cables (Fig. 5).
The transmitter coil, when placed on or near the earth''s surface and energized with an alternating current, induces small currents in the near earth material proportional to the conductivity of the material. These induced alternating currents generate a secondary magnetic field (Hs), which is sensed with the primary field (Hp) by the receiver coil.
Under a constraint known as the “low induction number approximation” (McNeill, 1980) and when the subsurface is nonmagnetic, the secondary magnetic field is fully out-of-phase with the primary field and is given by a function of these variables.
where: | ||
---|---|---|
= | apparent conductivity in siemens/meter, S/m, | |
= | 2πf in radians/sec; f = frequency in Hz, | |
= | permeability of free space in henrys/meter 4π × 10–7, /m, | |
= | intercoil spacing in meters, m, and | |
= | the ratio of the out-of-phase component of the secondary magnetic field to the primary magnetic field, both measured by the receiver coil. |
Perhaps the most important constraint is that the depth of penetration (skin depth, see section 6.5.3.1) of the electromagnetic wave generated by the transmitter be much greater than the intercoil spacing of the instrument. The depth of penetration is inversely proportional to the ground conductivity and instrument frequency. For example, an instrument with an intercoil spacing of 10 m (33 ft) and a frequency of 6400 Hz, using the vertical dipole, meets the low induction number assumption for earth conductivities less than 200 mS/m.
Multi-frequency domain instruments usually measure the two components of the secondary magnetic field: a component in-phase with the primary field and a component 90° out-of-phase (quadrature component) with the primary field (Kearey and Brook 1991). Generally, instruments do not display either the in-phase or out-of-phase (quadrature) components but do show either the apparent conductivity or the ratio of the secondary to primary magnetic fields.
When ground conditions are such that the low induction number approximation is valid, the in-p......
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