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CALCULATE THE INDUCTANCE AND THE REACTANCE PER LENGTH UNIT AT 60 HZ OF THIS MONOPHASIC LINE SHOWN BELOW. VERIFY THAT THE GMR IS ALMOST EQUAL TO THE DISTANCE BETWEEN BOTH PHASES CENTERS WHEN THEY ARE MUCH BIGGER THAN THE DISTANCE BETWEEN THE CONDUCTOR OF A SAME PHASE. ALSO, CONSIDER THAT THE DIAMETER OF EACH CONDUCTOR (A, B, C AND D) HAVE THE SAME VALUE, WHICH IS 5 CM. ALSO, CONSIDER THIS FORMULA WHEN CALCULATING THE INDUCTANCE FOR EACH PHASE. Dm Lx=2.107 Ds, x Dm Ly=2.107 Ds, y 45 cm a ○ b SIDE X 12 m 5 cm со ○ d SIDE Y

CALCULATE THE INDUCTANCE AND THE REACTANCE PER LENGTH UNIT AT 60 HZ OF THIS MONOPHASIC LINE SHOWN BELOW. VERIFY THAT THE GMR IS ALMOST EQUAL TO THE DISTANCE BETWEEN BOTH PHASES CENTERS WHEN THEY ARE MUCH BIGGER THAN THE DISTANCE BETWEEN THE CONDUCTOR OF A SAME PHASE. ALSO, CONSIDER THAT THE DIAMETER OF EACH CONDUCTOR (A, B, C AND D) HAVE THE SAME VALUE, WHICH IS 5 CM. ALSO, CONSIDER THIS FORMULA WHEN CALCULATING THE INDUCTANCE FOR EACH PHASE. Dm Lx=2.107 Ds, x Dm Ly=2.107 Ds, y 45 cm a ○ b SIDE X 12 m 5 cm со ○ d SIDE Y

Power System Analysis and Design (MindTap Course List)
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter4: Transmission Line Parameters
Section: Chapter Questions
Problem 4.9MCQ
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CALCULATE THE INDUCTANCE AND THE REACTANCE PER LENGTH UNIT AT 60 HZ OF THIS MONOPHASIC LINE SHOWN BELOW. VERIFY THAT THE GMR IS ALMOST EQUAL TO THE DISTANCE BETWEEN BOTH PHASES CENTERS WHEN THEY ARE MUCH BIGGER THAN THE DISTANCE BETWEEN THE CONDUCTOR OF A SAME PHASE. ALSO, CONSIDER THAT THE DIAMETER OF EACH CONDUCTOR (A, B, C AND D) HAVE THE SAME VALUE, WHICH IS 5 CM. ALSO, CONSIDER THIS FORMULA WHEN CALCULATING THE INDUCTANCE FOR EACH PHASE. Dm Lx=2.107 Ds, x Dm Ly=2.107 Ds, y 45 cm a ○ b SIDE X 12 m 5 cm со ○ d SIDE Y
Transcribed Image Text:CALCULATE THE INDUCTANCE AND THE REACTANCE PER LENGTH UNIT AT 60 HZ OF THIS MONOPHASIC LINE SHOWN BELOW. VERIFY THAT THE GMR IS ALMOST EQUAL TO THE DISTANCE BETWEEN BOTH PHASES CENTERS WHEN THEY ARE MUCH BIGGER THAN THE DISTANCE BETWEEN THE CONDUCTOR OF A SAME PHASE. ALSO, CONSIDER THAT THE DIAMETER OF EACH CONDUCTOR (A, B, C AND D) HAVE THE SAME VALUE, WHICH IS 5 CM. ALSO, CONSIDER THIS FORMULA WHEN CALCULATING THE INDUCTANCE FOR EACH PHASE. Dm Lx=2.107 Ds, x Dm Ly=2.107 Ds, y 45 cm a ○ b SIDE X 12 m 5 cm со ○ d SIDE Y
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