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The motor inside a blender can be modeled as a resistance in series with on Inductance,...
The motor inside a blender can be modeled as a resistance in series with an inductance, as shown in the given figure. The wall socket source is modeled as an ideal 120 Vrms voltage source in series with a 2-ohm output resistance. Assume the source frequency is w = 377 rad/s. Given: R = 10.5 ohm 202 w w 120 V 20 m Wall socket Blender motor References eBook & Resources Section Break Problem 07021 10. Required information value 5.00...
A blender operates at 120VRMS and 60Hz. The motor is modeled as a resistance in series with the reactance. If the resistance of the motor is 2Ω, and the reactance of the motor is 19.9Ω. What is the magnitude of the operating current, and its phase angle?
An electric motor with a resistance of 15Ω and an inductance of 53 mH is connected to a 60.0 Hz ac generator. Part A: What is the power factor for this circuit? Express your answer using two significant figures. Part B: In order to increase the power factor of this circuit to 0.80, a capacitor is connected in series with the motor and inductor. Find the required value of the capacitance. Express your answers using two significant figures. Enter your...
We have a series RLC circuit with an AC voltage source: The resistance is 100Ohm, the inductance is 10mH, the capacitance is 10mF. Select all the right answers. At 60Hz What is true? Question 10 options: The current through the inductor is larger than through the resistor The voltage across the inductor is larger than the voltage across the capacitor The voltage is lagging behind the current at the source The voltage and the current are in phase at the...
In a series RLC ac circuit, the resistance is 16.7 ?, the inductance is 27.6 mH, and the capacitance is 22.2 ?F. The maximum po- tential is 217 V, and the angular frequency is 636.62 rad/s. Calculate the maximum current in the cir- cuit. Answer in units of A. 015 (part 2 of 2) 10.0 points What is the power factor for the circuit?
Problem 3:A 480 V, 50 kW, 60 Hz, 3-φ synchronous motor has a synchronous reactance of Xs = 4.56 Ω and an armature-to-field mutual inductance, Laf = 150 mH. The motor is operating at rated speed and terminal voltage and at an output power of 35kW. Neglecting losses in the motor, calculate the magnitude and phase angle of the line-to-neutral generated voltage Eaf and field current I if the motor is operating at (a) 0.9 power factor lagging (b) unity...
I just need answers to f,g,and h connected motor is connected to Vi-L 120 3T/6 V-rms, 50 Hz three e resistance and inductance of each phase is 8-Ω and 0.04 H, respectively. The PS. A three-phase phase source. The wire between a source and the motor has 0.1-Ω of resistance and 1 mH inductance. nd the phase voltage. (2 pts.) a single-phase diagram of the system with its values. (5 pts.) c) Find the line current (magnitude and phase) for...
1. A 300 V compound motor has armature resistance 0.18 Ω, series field resistance 0.3 Ω and shunt field resistance 100 Ω. The rotational losses are 200 W. On full load the line current is 25 A and the motor runs at 1800 rpm. Determine: (i) the developed mechanical power (ii) the output power (iii) the output torque (iv) the efficiency at full load 2. A 120 V series motor has 0.2 Ω field resistance. On full load, the line...
(11%) Problem 2: The winding of an AC electric motor has an inductance of 29 mH and a resistance of 19 2. The motor runs on a 60-Hz rms voltage of 120 V. 33% Part (a) What is the rms current that the motor draws, in amperes? Ims = 5.61 ✓ Correct! * 33% Part (b) By what angle, in degrees, does the current lag the input voltage? 33% Part (c) What is the capacitance, in microfarads, of the capacitor...
A 120-V, series-wound motor has a field resistance of 4.0 and an armature resistance of 2.5 . (a) Determine the current drawn by the motor at the very instant it is switched on, i.e., when it has not started to rotate. (b) When it is operating at nominal speed, a back emf of 85.0 V is generated. How much current is drawn in this case? (c) What is the furnished mechanical power? (d) How much power is dissipated?...