Page 262 - Fluid Power Engineering
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Deploying W i nd T urbines in Grid  229


                                            Power-Carrying    Power
          Voltage                             Capacity        Length
          Secondary network, low voltage       200 kW        34 kW-km
          Distribution network, medium voltage  10 MW        85 MW-km

                                                          2
        TABLE 11-3  Power-Carrying Capacity and Power Length of 150 mm Aluminum
        Underground Cable
              transmission lines. The exact criteria depend on the current load on
              the lines—the amount of energy that is currently being carried on the
              lines.
                 In most cases, within a wind farm, power is transmitted using un-
              derground cables. All transmission within wind farm from turbines
              to substation is called a collection system. Underground cables used
              in collection systems are three-phase cables bundled into one cable
              with appropriate shielding. The most common cable is the 150-mm 2
                               6
              aluminum conductor. The amount of power it can transmit as a func-
              tion of voltage and “power length” is shown in Table 11-3. Power
              length divided by the power yields the distance that power can be
              transmitted to yield a loss of under 5%.

        Standards for Interconnection


              Power Factor and Reactive Power
              Inductance on transmission lines and inductive loads can cause the
              power factor to be different from unity. The general equation for the
              real power carried in three-phase AC lines is:

                                        √
                                    P =  3Vi cos ϕ                (11-2)
              where cos ϕ is the power factor. The goal of any electricity network is
              to obtain a power factor that is as close to unity as possible. The causes
              of poor power factor are: Magnetizing loads like transformers, motors,
              generators, and induction furnaces; long transmission lines; inverter
              producing poor current wave form. These types of loads cause the
              voltage and current to be out of phase.
                 As an illustration of the impact of low power factor, consider a
              power factor of 70%, which implies a phase difference of 45 between
                                                               ◦
              voltage and current. Generators, transmission lines, and transformers
              are rated in terms of the product of voltage and current with units
              of kilo-volt-amps (kVA) or mega-volt-amps (MVA). This is called the
              total apparent power. Power factor is also the ratio of real power to
              the total apparent power. For simplicity, consider a system that is
              designed for 10 MVA operating with a power factor is 70%. When
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