Resonant Circuits

Prabhu TL
2 Min Read
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Resonant Circuits

Eddy current probes typically have a frequency or a range of frequencies that they are designed to operated.  When the probe is operated outside of this range, problems with the data can occur.  When a probe is operated at too high of a frequency, resonance can occurs in the circuit. In a parallel circuit with resistance (R), inductance (XL) and capacitance (XC), as the frequency increases XL decreases and XC increase.  Resonance occurs when XL and XC are equal but opposite in strength.  At the resonant frequency, the total impedance of the circuit appears to come only from resistance since XL and XC cancel out.    Every circuit containing capacitance and inductance has a resonant frequency that is inversely proportional to the square root of the product of the capacitance and inductance.

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In eddy current probes and cables, it is commonly stated that capacitance is negligible.  However, even circuits not containing discrete components for resistance, capacitance, and inductance can still exhibit their effects.  When two conductors are placed side by side, there is always some capacitance between them. Thus, when many turns of wire are placed close together in a coil, a certain amount of stray capacitance is produced.  Additionally, the cable used to interconnect pieces of electronic equipment or equipment to probes, often has some capacitance, as well as, inductance. This stray capacitance is usually very small and in most cases has no significant effect. However, they are not negligible in sensitive circuits and at high frequencies they become quite important.

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Prabhu TL is a SenseCentral contributor covering digital products, entrepreneurship, and scalable online business systems. He focuses on turning ideas into repeatable processes—validation, positioning, marketing, and execution. His writing is known for simple frameworks, clear checklists, and real-world examples. When he’s not writing, he’s usually building new digital assets and experimenting with growth channels.
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