Q4) The three phase circuit seen in the following figure is derived by a three phase balanced generator with the line-to-line voltage vRs(t) = 380v2 cos(2n50t) Volts, vsr(t) = 380v2 cos(2n50t – 120°), vrR(t) = 380v2 cos(2n50t + 120°). The transmission line impedances and the load impedances are just multiples of the impedance Z = R + jwl with R = k*19V3 /2 N and L= k*19/200m H (k is given in Question-4 sheet of Parameters.xlsx). Find a) the sinusoidal steady-state solution of the igR(t) current, and b) the total complex power consumed by the three phase generator. Note: transform the load part from Delta to Y to include line loads and then re-transform it to the Delta to do Delta-Delta analysis. R R' IR 22/3 VRS Is z/6 VTR S' VST IT T'
Q4) The three phase circuit seen in the following figure is derived by a three phase balanced generator with the line-to-line voltage vRs(t) = 380v2 cos(2n50t) Volts, vsr(t) = 380v2 cos(2n50t – 120°), vrR(t) = 380v2 cos(2n50t + 120°). The transmission line impedances and the load impedances are just multiples of the impedance Z = R + jwl with R = k*19V3 /2 N and L= k*19/200m H (k is given in Question-4 sheet of Parameters.xlsx). Find a) the sinusoidal steady-state solution of the igR(t) current, and b) the total complex power consumed by the three phase generator. Note: transform the load part from Delta to Y to include line loads and then re-transform it to the Delta to do Delta-Delta analysis. R R' IR 22/3 VRS Is z/6 VTR S' VST IT T'
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
Chapter2: Fundamentals
Section: Chapter Questions
Problem 2.18P: Let a series RLC network be connected to a source voltage V, drawing a current I. (a) In terms of...
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