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Electrical Power Systems

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Optimal System Operation<br />

16.1 INTRODUCTION<br />

Optimal System Operation 405<br />

16<br />

The efficient and optimum economic operation and planning of electric power generation<br />

systems have occupied an important position in the electric power industry. The efficient use of<br />

the available fuel is growing in importance, both monetarily and because most of the fuel used<br />

represents irreplaceable natural resources. A savings in the operation of generating systems of<br />

a small percent represents a significant reduction in operating cost as well as in the quantities<br />

of fuel consumed. The optimum operation of the system involves the consideration of economy<br />

of operation, system security, emissions at certain fossil-fuel plants. The hydrothermal<br />

coordination problem is another optimum operating problem area that has received a great deal<br />

of attention. Another factor that influence the power generation at minimum cost is transmission<br />

losses. The most efficient generator in the system does not guarantee minimum cost as it may<br />

be located in an area where fuel cost is high. Also, if the plant is located far from the load center,<br />

transmission loss may be higher and hence the plant may be uneconomical. Therefore, the<br />

basic objective is to determine the generation of different plants such that total operating cost<br />

is minimum. The operating cost plays an important role in the economic scheduling.<br />

16.2 ORMULATION O THE ECONOMIC DISPATCH PROBLEM<br />

The total cost of operation of generators includes fuel, labour, and maintenance cost but for<br />

simplicity only variable costs need to consider are fuel costs. The fuel cost is important for<br />

thermal and nuclear power plants. or the fuel costs, it is assumed that fuel-cost curves for each<br />

generating unit is given. The fuel cost curve of a generating unit specifies the input energy rate<br />

i (P gi ), [MKCal/hr] or cost of fuel used per hour C i (P gi ) [Rs/hr] as function of the generator<br />

power output P gi. This curve can be obtained experimentally. or simplicity, it is assumed that<br />

each generating unit consists of a generator, turbine, steam generating unit (boiler furnace),<br />

and associated auxilliary equipment. An approximation of fuel cost curve is shown in ig. 16.1.<br />

ig. 16.1: uel cost curve.

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