Question

Modell and solve the RLC series circuit of resistor(R) of 10 ohms, inductor (L) of Henry and capacitance of 10 micro-farad are attached

Answer #1

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consider a series RLC circuit with a resistor E = 43.0 ohm, an
inductor L = 15.5 mH, a capacitor C = 0.0545 micro farads and an AC
source that provides an RMS voltage of 0.301 V at 16.2 kHz
what is the impedance of the circuit in ohms

A coil of L Henry of inductance and R Ohms of resistance in
series is put in series with a capacitor of C Farad of
capacitance.
Una corriente i(t) =G* IMsine() amps flows
in the circuit.
Show that the energy WL + WC = constant.
Rate this constant.

An RLC series circuit has a 210 Ω resistor and a 25.0
mH inductor. At 8300 Hz, the phase angle is 45.0°.
Part a (the impedance) had an answer of 296.58 ohms, but I can't
seem to figure out part b:
Find the minimum possible capacitance (in nF) of the
circuit.

An RLC series circuit has a 200 Ω resistor and a 25.0 mH
inductor. At 7800 Hz, the phase angle is 45.0°.
(a) What is the impedance (in ohms)? _____Ω
(b) Find the minimum possible capacitance (in nanofarads) of the
circuit. ______nF
(c) If Vrms = 408 V is applied, what is the average power (in
watts) supplied? _____W

Consider a series circuit with a resistor with resistance R, an
inductor with inductance L and an ac generator with angular
frequency, ω and peak voltage V0. Using Kirchoff’s laws, write and
solve the differential equation for the current, I.

Find the steady-state current i(t) in an RLC-ciruit with R=4
(ohms), L=0.5 H( henry), C=10-1F (farad), which is
connected to a source of EMF E(t)= 500 sin 2tV.

A RLC SERIES circuit has C=2 F, L=6 H and R=8 Ohms, considering
that at instant t=0 the power supply (4 V) is activated, determine
the value of the TENSION ON THE INDUCTOR at the instant that power
supply is activated.

A resistor R = 4 ohms, a capacitor C = 1F and an inductor L = 4H
are connected in series to an alternating current voltage source V
(t) = 100cos(t) Volts. Determine the charge on the capacitor and
the current on the circuit at the time, if originally the capacitor
is discharged, and the current is 6A.

R = 100 ohms in a series RLC circuit. C capacitor disable (RL) current, pi / 3 radian lags behind the voltage. When the inductor L is removed (RC), the current rises more than the voltage up to pi / 3 radians. Find the total impedance of the circuit

An RLC series circuit has a 3.00 k? resistor, a 55mH inductor,
and a 30nF capacitor.
a) Find the circuit

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