Question 1: Figure 1 shows a single-line diagram of a three-phase, 60-Hz synchronous generator, connected through a transformer and parallel transmission lines to an infinite bus. All reactances are given in per-unit on a common system base. If the infinite bus receives 1.0 per unit real power at 0.95 p.f. lagging, determine (a) the internal voltage of the generator and (b) the equation for the electrical power delivered by the generator versus its power angle δ
Three-Phase Transformers
Three-segment transformers are a type of transformer used to transform voltages of electrical systems into three ranges. Two type transformers are shell-type transformer and core type transformer. In brief, it could be described because of the exquisite kinds of configurations.
Transformer
Ever since electricity has been created, people have started using it in its entirety. We see many types of Transformers in the neighborhoods. Some are smaller in size and some are very large. They are used according to their requirements. Many of us have seen the electrical transformer but they do not know what work they are engaged in.
Question 1: Figure 1 shows a single-line diagram of a three-phase, 60-Hz synchronous generator, connected through a transformer and parallel transmission lines to an infinite bus. All reactances are given in per-unit on a common system base. If the infinite bus receives 1.0 per unit real power at 0.95 p.f. lagging, determine (a) the internal voltage of the generator and (b) the equation for the electrical power delivered by the generator versus its power angle δ.
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431
It is recommended to use a software program to solve the nonlinear equation in Q2 (b).
Question 1: Figure 1 shows a single-line diagram of a three-phase, 60-Hz synchronous generator,
connected through a transformer and parallel transmission lines to an infinite bus. All reactances are given
in per-unit on a common system base. If the infinite bus receives 1.0 per unit real power at 0.95 p.f. lagging,
determine (a) the internal voltage of the generator and (b) the equation for the electrical power delivered by
the generator versus its power angle 8.
B12
B21
X12 = 0.20
G XTB = 0.10
B11
X = 0.30
Vous = 1.0
822
Xi3 - 0.10
= 0.20
B13
Figure 1"
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