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mkematt96
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Homework Statement
Homework Equations
Xc= 1/(wc) Xl= wl . See picture for remaining relevant equations.
So find impedence, then divide emax by it to get I max. Then multiply that by R, Xl, and Xc to find my V max for each component ?gneill said:The denominator in each of your voltage calculations should represent the magnitude of the total impedance of the series circuit. You've not combined the reactances to find the total reactance, but just used either XC or XL individually, which doesn't give you the total impedance when they're summed in quadrature (square root of sum of squares).
That's the idea, yes.mkematt96 said:So find impedence, then divide emax by it to get I max. Then multiply that by R, Xl, and Xc to find my V max for each component ?
The V max of a RLC circuit refers to the maximum voltage that can be achieved in the circuit. It is the peak voltage that occurs when the circuit is at resonance.
V max can be calculated using the formula V max = I max * X, where I max is the maximum current in the circuit and X is the reactance.
The V max of a RLC circuit can be affected by the quality factor (Q) of the circuit, the capacitance (C), the inductance (L), and the frequency (f) of the input signal.
No, the V max of a RLC circuit cannot be higher than the input voltage. The input voltage determines the maximum voltage that can be achieved in the circuit.
If your calculated V max does not match the measured V max, it could be due to errors in measurement, incorrect calculations, or variations in the circuit components. Double check your calculations and measurements to identify the source of the discrepancy.