Question

Q.1 Max. Marks: 20 A three-phase, 400V, 10kVA star-connected cylindrical synchronous [6] machine is synchronized with an infinite bus bar at rated voltage. The synchronous reactance is $X_s$=7 ? per phase. The alternator is driven by a 220V, 10kW DC shunt motor. Neglect all losses. Determine (a) The excitation voltage and the load angle of the alternator when it delivers rated kVA at unity power factor (b) With the driving torque of DC shunt motor unaltered, the excitation voltage is increased by 25%. Find the new load angle, current and power factor. Also obtain the maximum stable power output of the alternator and the corresponding values of current and pf.

          Q.1 Max. Marks: 20
A three-phase, 400V, 10kVA star-connected cylindrical synchronous [6]
machine is synchronized with an infinite bus bar at rated voltage. The
synchronous reactance is $X_s$=7 ? per phase. The alternator is driven
by a 220V, 10kW DC shunt motor. Neglect all losses. Determine (a)
The excitation voltage and the load angle of the alternator when it
delivers rated kVA at unity power factor (b) With the driving torque
of DC shunt motor unaltered, the excitation voltage is increased by
25%. Find the new load angle, current and power factor. Also obtain
the maximum stable power output of the alternator and the
corresponding values of current and pf.
        
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Q.1 Max. Marks: 20
A three-phase, 400V, 10kVA star-connected cylindrical synchronous [6]
machine is synchronized with an infinite bus bar at rated voltage. The
synchronous reactance is Xs=7 ? per phase. The alternator is driven
by a 220V, 10kW DC shunt motor. Neglect all losses. Determine (a)
The excitation voltage and the load angle of the alternator when it
delivers rated kVA at unity power factor (b) With the driving torque
of DC shunt motor unaltered, the excitation voltage is increased by
25%. Find the new load angle, current and power factor. Also obtain
the maximum stable power output of the alternator and the
corresponding values of current and pf.

Added by Julie T.

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Max. Marks: 20 The maximum stable power output of the alternator and the corresponding values of current and power factor.
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Transcript

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00:01 In this video we are going to focus on determining the highest speed of the motor.
00:03 For that we are given that two mechanically motor are coupled at the same speed.
00:09 Then we are given the frequency.
00:11 Frequency is given to be n s rotation per minute.
00:15 Now frequency is given to be 1 by t where t is the time period for one full cycle.
00:20 Now to make per second it will be divided by 60.
00:25 So this is equal to n s by 60.
00:29 Now this is due to one pair of poles.
00:33 So we need to divide by 2...
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