The single-line diagram of a simple three-phase balanced power system with the components ratings is shown in the figure below: 400MVA 13.8/132KV X1 = 10% T1 AL IB T3 Transmission Line T2 j752 500MVA 600MVA 13.2KV 132/33KV Load Xg = 150% 300MVA X1 = 12% 13.8/132KV X1 = 7.5% The load at D is 400MVA at 30kV and 0.8 p.f. lagging. Ch0ose a base of 500MVA and 33kV at the load circuit. (a) Determine the per-unit quantities and draw the per unit impedance diagram for this system. (b) Calculate the line voltage (in kV) at bus B and the complex power at the sending end of the transmission line.

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Fault Analysis

In an electrical engineering system, a fault is an abnormal electric current flowing through the system, and fault analysis is the study of these faults. For instance, a short-circuit is a fault where the live wire touches the ground or neutral wire. If a circuit is interrupted by a failure of a current-carrying wire then an open circuit fault occurs. The open-circuit faults are also called series faults. One or more phases or ground may be involved in a three-phase fault or may occur only between two phases. Current flows into the earth in case of a ground fault or earth fault. For most situations, the prospective short circuit current of a fault that is predictable can be calculated. To limit the loss of service because of a failure, the protective devices can detect fault conditions and operate circuit breakers and also other devices. All phases equally can be affected in a poly-phase system which is known as symmetric electrical fault. The asymmetric fault becomes more complicated to analyze if only some phases are affected. By using methods such as symmetrical components, the power system analysis of these types of faults is often simplified. The main objective of power system protection is to design, detect, and interrupt power system faults.