8. A shunt motor is running at 1200 rpm for a load which requires an armature current of 50 Amp from 230 Volts source. At no-load, the armature current is 5 Amp. If the effect of armature reaction has reduced the air-gap flux by 2% from no-load to full load, What is the no-load d2 Tal
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- A 200V, dc shunt motor has shunt field resistance of 200 ohm and an armature resistance of 0.25 ohm. For a given load torque and no additional resistance included in the shunt field circuit, the motor runs at 1500 rpm, drawing an armature current of 20 A. If a resistance of 200 ohm is inserted in series with the field, the load torque remaining the same, find out the new speed and armature current.A shunt motor is rotating at 1500 rpm and is powered by a 120V voltage source. The current line resistance is 51-A and the shunt field resistance is 120ohm. If the armature resistance is 0.12ohm, Determine: a) the armature current, b) the back emf (E), c) the total power that is supplied to the motor, d) the power absorbed by the armature, e) power dissipated in the armature. You have to answer all subpart not only first three subpart Either dislike is readyA 4-pole series wound fan motor draws an armature current of 50A, when running at 2000 rpm on a 230 V DC supply with four coils connected in series. The four field coils are now connected in two parallel groups of two coils in series. Assuming the flux/pole to be proportional to the exciting current and load torque proportional to the square of speed, find the new speed and armature current. Neglect losses. Given: Armature resistance = 0.2 ohm, resistance of each field coil = 0.05 ohm.
- A 4 pole10V, DC shunt motor operates on a load current 10A, having wave connected armature with 200 conductors. The flux per Pole is 25 m Wb. Resistance of shunt field winding is 1 ohm and resistance of the armature is 0.15 ohm. a) based on the back emf voltage, is it possible to be achievable this value? Give reason.A 25-kW, 230-V shunt motor has an armature resistance of 0.11Ω and a field resistance of 117Ω. At no load and rated voltage, the speed is 2150 r/min and the armature current is 6.35 A. At full load and rated voltage, the armature current is 115 A and, because of armature reaction, the flux is 6 percent less than its no-load value. What is the full-load speed? than its noload value. What is the full-load speed? current is 115 A and, because of armature reaction, the flux is 6 percent less than its no-load value. What is the full-load speed?A 220-V Shunt DC motor, 15 kW, 850 rpm draws 72.2-A when operating at rated condition. The resistance of the armature and shunt field are 0.25-ohm and 100-ohm respectively. Determine the percentage reduction in filed flux in order to obtain a speed of 1650 rpm when armature current draws is 40-A.
- Question 1: On a 460-volt supply, a DC Shunt motor operates at 10 rps when drawing a line current of 30A. Its resistance to the armature and field is 0.6 and 100 ohms, respectively. In order to minimize the speed at 500 rpm, what resistance should be put in series with the armature circuit? Assume no adjustments to the current of the armature or ground.A series dc motor 20-hp, 500-V, is having armature, series field and shunt field winding resistances of 0.08 Ω, 0.3 Ω and 125 Ω, respectively. If the back – emf is 478 V, determine the motor current when the connection is a) long – shunt. b) short – shunt c) series d) shuntThe resistance of the armature of a 220-V shunt motor is 0.4 Ω and itsfull-load speed is 1050 r.p.m. Calculate the resistance to be inserted inseries with the armature to reduce the speed with full-load torque to 800r.p.m., the full-load armature current being 5A. If the load torque is thenhalved, at what speed will the motor run ? Neglect armature reaction
- A 10 kW, 250 V shunt motor has an armature resistance of 0.5 Ω and a field resistance of 200 Ω. At no load and rated voltage, the speed is 1200 rpm and the armature current is 3 A. At full load and rated voltage, the line current is 40 A and because of armature reaction, the flux is 4 % less than its no-load value. What is the full load speed?Consider a shunt DC motor with an armature resistance RA=0.2 ohm and terminal voltage VT = 160 V. The motor rated speed is 1800 RPM. The total field resistance 240 ohm. Assume No armature reaction in this machine. The variation of the armature terminal voltage as a function of the field current is measured under no-load conditions and shown below:600V, DC series motor operates at 600 rpm and rated load. Armature resistance 0.1 ohm and series fieldwinding resistance is 0.05 ohm. At full load, the motor draws 195 A current. a. Find the opposite emf at full load?b. Find the power and internal moment produced in the armature under full load.?