Synchronous Generator-Electro Mechanical Systems-Quiz Solution, Exercises of Electromechanical Systems and Devices

The course gives an introduction to various principles and applications pertaining to electrical machines. The course covers magnetic circuits, single phase transformer and equivalent circuit, auto transformer, basic concepts of electromechanical energyc onversion, DC and AC machines modeling and, steady state analysis.It includes: Y-Connected, Synchronous, Generator, Impedance, Torque, Angle, Internal, Generated, Voltage, Leading

Typology: Exercises

2011/2012

Uploaded on 07/31/2012

kajol
kajol 🇮🇳

4.6

(38)

113 documents

1 / 1

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Class: BEE2-A
Time Allowed: 10 mins
Maximum Points: 20
Reg. No:
QUIZ SEVEN - SOLUTION
NOTE: Please draw labelled circuit diagrams where appropriate, show complete calculations, and reasoning
to get maximum marks.
1. A 2200 V, 400kW, 3 phase, Y-connected synchronous generator has a synchronous impedance of 0.3+j3Ω.
Determine:
a. The torque angle [5]
b. Internal generated voltage, EA[15]
if the generator is working at rated conditions and 0.8 pf leading with an efficiency of 94%. [20]
SOLUTION:
Vφ=2200
3[Yconnection]
cos θ= 0.8 leading θ= 36.86
η=Po
Pin =400k
0.94 = 425.53kW
P=3VTILcos θIL=425.53k
32200×0.8= 139.636.86A
XS= 0.3 + j3=3.0184.29Ω
EA=Vφ+ (RA+jXS)IA
EA=2200
3+ (3.0184.29)(139.636.86)
EA= 1270.2 + 420.196121.5
EA= 1052.84 + j359.610
EA= 1112.5618.85V
Torque Angle: 18.85o
1
docsity.com

Partial preview of the text

Download Synchronous Generator-Electro Mechanical Systems-Quiz Solution and more Exercises Electromechanical Systems and Devices in PDF only on Docsity!

Class: BEE2-A Time Allowed: 10 mins Maximum Points: 20 Reg. No:

QUIZ SEVEN - SOLUTION

NOTE: Please draw labelled circuit diagrams where appropriate, show complete calculations, and reasoning to get maximum marks.

  1. A 2200 V, 400kW, 3 phase, Y-connected synchronous generator has a synchronous impedance of 0.3+j3Ω. Determine: a. The torque angle [5] b. Internal generated voltage, EA [15] if the generator is working at rated conditions and 0.8 pf leading with an efficiency of 94%. [20] SOLUTION: Vφ = 2200 √ 3 [Y connection] cos θ = 0.8 leading → θ = 36. 86 η = (^) PPino = (^4000). 94 k = 425. 53 kW

P =

3 VT IL cos θ → IL = √ 32200425.^53 ×k 0. 8 = 139. 6 ∠ 36 .86A XS = 0.3 + j3 = 3. 01 ∠ 84 .29Ω EA = Vφ + (RA + jXS )IA EA = 2200 √ 3 + (3. 01 ∠ 84 .29)(139. 6 ∠ 36 .86)

EA = 1270.2 + 420. 196 ∠ 121. 5 EA = 1052.84 + j 359. 610 EA = 1112. 56 ∠ 18 .85V Torque Angle: 18. 85 o

1

docsity.com