Equivalent electrical circuit considers an empty coil of inductance L 0 in a series with a resistance
Question:
Equivalent electrical circuit considers an empty coil of inductance L0 in a series with a resistance R0; show if the coil is completely filled with a spin system characterized by the susceptibility components X (w) and X"(w) that the inductance at frequency w becomes L = [1 + 4πX'(w)]L0, in series with an effective resistance R = 4πwX" (w) + L0 + R0. In this problem X = X' + iX" is defined for a linearly polarized rf field.
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