The equivalent impedance of a set of resistors, inductors and capacitors placed in series is the vector sum of their resistance and reactance values. The voltage will equal the product of the resistan...The equivalent impedance of a set of resistors, inductors and capacitors placed in series is the vector sum of their resistance and reactance values. The voltage will equal the product of the resistance or reactance and the current flowing through it. If the phase angles are ignored, it is possible for the voltage magnitudes to sum to considerably more than the source voltage. Is it possible for the voltage magnitudes of an AC RLC circuit to sum to more than the source voltage?
The equivalent impedance of a set of resistors, inductors and capacitors placed in series is the vector sum of their resistance and reactance values. The voltage will equal the product of the resistan...The equivalent impedance of a set of resistors, inductors and capacitors placed in series is the vector sum of their resistance and reactance values. The voltage will equal the product of the resistance or reactance and the current flowing through it. If the phase angles are ignored, it is possible for the voltage magnitudes to sum to considerably more than the source voltage. Is it possible for the voltage magnitudes of an AC RLC circuit to sum to more than the source voltage?
