(Solved): Question Figure-2 shows the single line diagram of a five-bus power system for load flow analysis. ...

Question Figure-2 shows the single line diagram of a five-bus power system for load flow analysis. Input data for the system are given in tables 2.1,2.2 and 2.3. As shown in Table 2.1, bus 1, to which a generator is connected is a swing bus. Bus 3, to which a generator and load are connected, is a constant voltage bus. Buses 2, 4 and 5 are load busses. The base voltages at busses 1 and 3 is 15 kV and the base voltages at buses 2, 4 and 5 is 345 kV . The base MVA for the system is 100 MVA . Figure 2 (a) Create the circuit, in "PowerWorld" software. Assume a base power of 100 MVA . All the field values sch as vollage and phase angle at every bus and real and reactive power at both end of every line must be included in the circuit. The created circuit diagram (before simulation) must be included in your report. (b) Simulate the crrcuit using Gauss-Seidel iterative method for a single iteration. Record the values of the voltage magnitudes in pu and phase angle in degrees at buses 2,4 and 5. The simulated diagram with all the field values clearly shown must be included in your report (c) Determine the bus admittance matrix for the circuit using the impedance values given in the table. Printout the bus impedance matrix generated by the PowerWorld program and compare it with the bus impedance matrix determined by you. (d) Calculate the voltage in pu and the phase angle in degrees at the buses 2, 4 and 5 after the first iteration using Gauss-Seidel method and compare if with the results recorded in part (b) (Note: if the simulation takes long time, just give me the other answers which can be calculated without the simulation. because i need it quick)