MANIPAL INSTITUTE OF TECHNOLOGY (A Constituent · PDF fileby EMF method. 3. For the data ......
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Assignment-2 (1-March. 2017) Quiz1: 8-March 2017onwards
1. A 1000 kVA, 6.6 kV, 3 phase star connected synchronous generator has
a synchronous impedance of 6+j28 Ω per phase. It supplies full load
current of 0.75 lagging p.f. at rated terminal voltage. Compute the
terminal voltage for the same excitation when the generator supplies
full load current at 0.75 leading p.f. Draw the relevant phasor diagram.
2. A 3 phase, 6.6 kV, 50 Hz star connected alternator gave the following
readings during OC test. A field current of 2 A circulated rated armature
current of 313 A during short circuit test. Given the armature resistance
as 0.25 Ω per phase, determine the voltage regulation of the Alternator
when supplying (a) full load at 0.9 pf lagging (b) full load 0.9pf leading
by EMF method.
3. For the data given in Q3, determine the voltage regulation when
supplying ¾ th load at 0.7 p.f lead by MMF method
4. A 10 kVA, 440 V, 50 Hz 3 phase alternator has OCC given below
MANIPAL INSTITUTE OF TECHNOLOGY (A Constituent Institute of MANIPAL UNIVERSITY)
Department of Electrical and Electronics Engineering MANIPAL - 576 104, Karnataka, India
Electrical Machinery-II [ELE-2202]
ELECTRICAL MACHINERY-II [ELE 2202]
An excitation of 14 A was found to produce rated terminal voltage at
full load current and at zero p.f. and on short circuit 4 A excitation was
required to circulate full load current. Calculate the % regulation for full
load 0.75 p.f. (a) lag and (b) lead.
5. A 3 phase, 50 Hz, 10 Pole, star connected alternator has a spatial flux
density distribution given by B= 1.1 Sin θ + 0.6 Sin 3θ Tesla. The
machine has 2 slots per pole per phase and 4 conductors per slot. The
coil span is 1500, the coils being connected in 600 phase spread groups.
The armature diameter and axial core length are 125 cm and 45 cm
respectively. Calculate (i) pitch and distribution factors of fundamental
and third harmonic (ii) instantaneous emf per conductor (iii) RMS
values of phase and line induced emfs. (Assume фav = 0.64*фmax)
(Phase Spread=mβ)