It is difficult to find info dealing with the dynamics behind MD operation - so I'll ask here where many smart people reside.
Looking at the impedance plane, pure XL has voltage 90 degree ahead of current, and XC has voltage 90 degrees behind the current. A vector in the first quadrant then represents the phase of +X/R and the fourth as -X/R. It should be true that the first quad is the component of RL and the fourth is RC, where these correspond to magnetic, lossless energy transformation and non-mag lossless energy transfer respectively.
So, in theory, the vector found in the first quad representing +X/R has components of R from the target and the soil. It also has positive inductance from the target and from the soil. It would also be assumed that the +X vector's amplitude is stronger (in this example) than any -X, otherwise the resultant would be in the fourth quadrant.
How is it that paramagnetic oxides in the soil, magnetite, or ironstone are related to inductive reactance with voltage leading current while non-ferrous metals are represented by a component of capacitive reactance (Xc) where voltage lags current?
I can't see the connection between the mutual induction between the Tx coil and Rx coil, and the affect that targets/soil have on it. If the VLF MD circuit differentiates between ferrous/non-ferrous by XC-XL, by what mechanism is capacitance present in the target or seen in the Rx coil phase as capacitance - or is it?
Wouldn't think a coin to have capacitance as seen by the fourth quadrant vector or a rusty bottle top to have inductive properties to produce a first quad vector.
If I can get the MD dynamics squared away I'll be able to sleep at night (kidding) - but I don't like mysteries.
Thanks for any explanations
Looking at the impedance plane, pure XL has voltage 90 degree ahead of current, and XC has voltage 90 degrees behind the current. A vector in the first quadrant then represents the phase of +X/R and the fourth as -X/R. It should be true that the first quad is the component of RL and the fourth is RC, where these correspond to magnetic, lossless energy transformation and non-mag lossless energy transfer respectively.
So, in theory, the vector found in the first quad representing +X/R has components of R from the target and the soil. It also has positive inductance from the target and from the soil. It would also be assumed that the +X vector's amplitude is stronger (in this example) than any -X, otherwise the resultant would be in the fourth quadrant.
How is it that paramagnetic oxides in the soil, magnetite, or ironstone are related to inductive reactance with voltage leading current while non-ferrous metals are represented by a component of capacitive reactance (Xc) where voltage lags current?
I can't see the connection between the mutual induction between the Tx coil and Rx coil, and the affect that targets/soil have on it. If the VLF MD circuit differentiates between ferrous/non-ferrous by XC-XL, by what mechanism is capacitance present in the target or seen in the Rx coil phase as capacitance - or is it?
Wouldn't think a coin to have capacitance as seen by the fourth quadrant vector or a rusty bottle top to have inductive properties to produce a first quad vector.

If I can get the MD dynamics squared away I'll be able to sleep at night (kidding) - but I don't like mysteries.
Thanks for any explanations
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