Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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- Electromechanical energy conversion (100 V DC serial motor has a starting current value of 50 .A Total armature resistance (Ra) value si 4times of serial field circuit total resistance (Rs) for this motor. And rated load (full load) line current value si I=5 A. Motor si rotating with 600 pm value under rated load conditions. Find the starting resistance (Rst) for this motor to be connected befween the electrical source and the motor, to limit the starting current to 10 A. Find the internal generated voltage (Ea) value under rated load (full load) conditions. If the load of this motor is changed till having aline current value of 2 A, find the new speed value of this motor in rpm (n2). Write the answers inside boxes below.) Rst = Ea= n2=arrow_forward1. The rotor resistance and reactance per phase of a three-phase wound rotor induction motor are 0.035 and 0.15 ohm respectively. If an additional resistance is added, the starting torque is one half of maximum torque and the full load torque is three-fourth of the maximum. Determine the following: a. Full load speed b. speed at maximum torque c. value of additional resistance per required to achieve these conditions.arrow_forwardOn full load, a 300 V series motor takes 90A and runs at 15 rev/s. The armature resistance is 0.1 ohm, and the series winding resistance is 50 mohm. Determine the speed when developing full load torque but with a 0.2-0hm diverter parallel to the field winding. (Assume that the flux is proportional to the field current.arrow_forward
- Explain the speed-current, torque-current and speed-torque characteristics of dc series motor.arrow_forwardA wound-field DC motor has an armature resistance of 0.50 0 and a mechanical loss torque of 1.0 Nm at full-load speed. The armature voltage is 240 V and the no-load speed of the motor is 2500 rpm. If at full-load the shaft torque is 60.0 Nm and the field flux is reduced by 5% at full-load, determine: (i) The value of Kø,, where K is the armature constant and of is the field flux, at no-load and full-load. (ii) The full-load armature current. (iii) The full-load motor speed. (iv) The full-load efficiency of the motor if the power lost in the field winding is 100 W.arrow_forward
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