H.W.The table gives data for open-circuit and load zero power factor tests on a 6-pole, 440 V, 50 Hz, 3-phase star-connected alternator. The effective ohmic resistance between any two terminals of the armature is 0.3. 7 8 6「?「6 「10 」「12 「 14 40 474 530 Field current (A) 2 4 O.C.terminal voltage (V) 156 288 396 440 S.C.line 11 22 34 40 46 46 current (A) Zero p.f. terminal I - 1 - 1 0 60 voltage (V) 568 592 57 69 80 16 "18 16 1 - 80 206 314 398 460 504 Find the regulation at full-load current of 40 A ai 0.8 power factor lagging using (a) synchronous impedance method, (b) mmf method, (c) Potier-triangle method

Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter31: Three-phase Alternators
Section: Chapter Questions
Problem 1RQ: What conditions must be met before two alternators can be paralleled together?
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H.W.The table gives data for open-circuit and load zero power factor
tests on a 6-pole, 440 V, 50 Hz, 3-phase star-connected alternator. The effective ohmic
resistance between any two terminals of the armature is 0.3.
7
8
6「?「6 「10 」「12 「 14
40
474 530
Field current
(A)
2
4
O.C.terminal
voltage (V)
156 288
396
440
S.C.line
11 22
34
40
46
46
current (A)
Zero p.f.
terminal
I
-
1
-
1
0
60
voltage (V)
568 592
57
69
80
16
"18
16
1
-
80
206
314
398
460
504
Find the regulation at full-load current of 40 A ai 0.8 power factor lagging using
(a) synchronous impedance method,
(b) mmf method,
(c) Potier-triangle method
Transcribed Image Text:H.W.The table gives data for open-circuit and load zero power factor tests on a 6-pole, 440 V, 50 Hz, 3-phase star-connected alternator. The effective ohmic resistance between any two terminals of the armature is 0.3. 7 8 6「?「6 「10 」「12 「 14 40 474 530 Field current (A) 2 4 O.C.terminal voltage (V) 156 288 396 440 S.C.line 11 22 34 40 46 46 current (A) Zero p.f. terminal I - 1 - 1 0 60 voltage (V) 568 592 57 69 80 16 "18 16 1 - 80 206 314 398 460 504 Find the regulation at full-load current of 40 A ai 0.8 power factor lagging using (a) synchronous impedance method, (b) mmf method, (c) Potier-triangle method
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