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This is lab#8 of power system analysis and design lab manual.
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Name: _________________________ ID: ____________________ Date: ____/____/_______
Objective:
Operating conditions must always be selected for each study. At each bus except one, the net real power injected into the network must be specified. The power drawn by a load is the negative power input to the system. The power from generator is the positive power input. In addition, at these buses either the net flow of reactive power into the network or the magnitude of the voltage must be specified; that is, at each bus a decision is required whether the voltage magnitude or the reactive-power flow is to be maintained constant. The usual case is to specify reactive power at load buses and voltage magnitude at generator buses. In digital computer programs provision is made for the calculation to consider voltage to be maintained constant at a bus only so long as the reactive-power generation remains within designated limits. The bus, at which real-power flow is not specified, called the swing bus, is usually a bus to which a generator is connected. Obviously, the net power flow to the system cannot be fixed in advance at every bus because the loss in the system is not known until the study is complete. The generators at the swing bus supply the difference between the specified real power into the system at the other buses and the total system output plus losses. Both voltage magnitude and angle are specified at the swing bus. The computer as part of the solution determines real and reactive powers at this bus. Power/load-flow study of a power system deals with four variables at any bus. They are P, Q, V, and φ. Depending on the type of bus two of them are specified and the remaining two are determined by the load-flow study.
Table 2.1: Bus voltage V2 (p.u) Total real power losses (MW) Line flow in branch between buses 1 and 5 at bus 1 (% loading) Line flow in branch between buses 2 and 4 at bus 2 (% loading) Line flow in branch between buses 2 and 5 at bus 2 (% loading) Line flow in branch between buses 3 and 4 at bus 3 (% loading) Line flow in branch between buses 4 and 5 at bus 4 (% loading)
One Five Four Three 395 MW 520 MW 114 MVR 337 MVR 1.000 pu 1.0000 tap^ 1.000 pu 1.000 pu 80 MW 0.000 Deg 0.000 Deg 0.000 Deg 40 MVR 1.050 pu 0.000 Deg Total Real Power Losses: 34.80 MW 1.000 pu Two 0.000 Deg 800 MW 280 MVR Figure 1.2- Example 6- 40 Load Example 6_4 0 (see Figure 1. 2 ). In this case the transformer between buses 1 and 5 is now a tap-changing transformer. Vary the tap setting between 0.975 and 1.1, and complete Table 2. 2 after performing the Power Flow study. Table 2.2: Tap Reactive output power V 5 V 2 Total real power Setting of Generator 1 losses Instructor’s Signature Marks Obtained