A series RLC circuit consists of a resistor with a resistance R of 1.0 , a condensator with capacitance C of 100 nF and

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A series RLC circuit consists of a resistor with a resistance R of 1.0 , a condensator with capacitance C of 100 nF and

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A Series Rlc Circuit Consists Of A Resistor With A Resistance R Of 1 0 A Condensator With Capacitance C Of 100 Nf And 1
A Series Rlc Circuit Consists Of A Resistor With A Resistance R Of 1 0 A Condensator With Capacitance C Of 100 Nf And 1 (47.05 KiB) Viewed 33 times
A series RLC circuit consists of a resistor with a resistance R of 1.0 , a condensator with capacitance C of 100 nF and a coil with inductance L of 25 uH. To describe this system we can use the following differential equation: d’Q L Q = Vo cos(wit) dt dt +R a) the equation above is completely analogous to the equation for a harmonically driven linear spring pendulum. Use it to find the expressions for phase shift (intermediate pocket on applied voltage and charge on the capacitor), amplitude of charge oscillations, Q value, phase resonant frequency and amplitude resonance frequency. Note, the Q value here is the quality factor, not the charge (Q (t)). b) Calculate the value of the circuit.
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