Only for self-evaluation QUESTION 1 A series RL-circuit consist of a 21.6Q resistor and a 74mH...
An RL series circuit is constructed with a 133 Ω resistor and a 58 mH inductor. A generator with a frequency of 632 Hz and an rms voltage of 45 V provides the voltage for the circuit. What is the predicted phase angle in degrees for the total rms voltage? Input the answer in scientific notation with “E” notation. For example, 39.85 rounded to two significant figures would be entered as 4.0E1.
As shown in the figure, a simple RL circuit (L = 1H) is powered by a 10 V batterey. The initial current in the circuit is zero. (el-0.367 -0.135, -0.049, e---0.018, e'-0.006) R t-0)0 time (sec) Vc (Volt) MW 6.33 8.65 9.51 9.82 9.94 3 4 5 6 7 8 sec.) a) Calculate the time constant of the RL circuit using the graph given above. O b) Calculate VR(t) the voltage across the resistor R. as a function of time....
4) An RLC circuit consists of a resistor, a inductor, and a capacitor connected in series to an AC voltage source with an RMS voltage of 59 volts. At half the resonant frequency, the phase angle is -35 degrees and the inductive reactance is 46 Ohms. What is the average dissipated power at twice the resonant frequency in Watts?
Question 1 1.1. Derive a differential equation describing an RL circuit (see below). The initial condition is Vo 0 1.2. Solve the equation for a function input Vin-4, (t) 1.3. Solve the equation for Vn -V sin (at in out
Consider a series RL circuit with R= 85.0 12 and an unknown inductor L, driven by an AC emf with Erms= 32.0 Volts at frequency f= 6.90 kHz. If we measure the current in the circuit, we find Irms= 0.156 Amps. E 12 L What is the inductance L? (in H) OA: 1.41x10-3|OB: 2.05x10-3|OC: 2.97x10-3|OD: 4.30-10-3|| OE: 6.24x10-3 OF: 9.04x10-3 Submit Answer Tries 0/2 What is the magnitude of the phase angle between the applied voltage and the current? (in...
An RLC circuit consists of a resistor, a inductor, and a capacitor connected in series to an AC voltage source with an RMS voltage of 74 volts. At half the resonant frequency, the phase angle is -25 degrees and the inductive reactance is 47 Ohms. What is the average dissipated power at twice the resonant frequency in Watts?
Derive equations 1 and 2, thank you! When you have a RC series circuit in an AC source of angular frequency ω (ω = 2πf), you can calculate the capacitance (C) from the equation: max, where VmarR is the amplitude of the voltage across the resistor and Vmax.c is the amplitude of the voltage across the capacitor. [You have to derive this equation in your report.] Similarly, when you have a RL series circuit in an AC source of angular...
A series circuit with a power factor of 0.4171 has a 50 Ω resistor and an unknown value of inductor drawing a current of 1A from a 60 Hz source. Calculate: a. Applied voltage b. Inductor value
A series circuit consists of an AC source of variable frequency, a 115Ω resistor, a 1.25 μF capacitor, and a 4.50 mH inductor. Find the impedance of this circuit when the angular frequency of the ac source is adjusted to (a) the resonance angular frequency; (b) twice the resonance angular frequency. If the power source provides a peak voltage of 60 V. what ore (c) the peak current in the circuit and (d) the average power dissipated in the circuit...
1. Suppose the voltage output of a battery is 24.0V in a series circuit, and the resistances are Ri=2.0012, R2=6.0092, and R3=10.092. a. Draw a diagram of the circuit. b. What is the total resistance and current at each "spot" in the circuit? C. Calculate the voltage drop in each resistor. d. Calculate the power dissipated by each resistor and the power output of the source. 2. Suppose the voltage output of a battery is 24.0V in a parallel circuit,...