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Control and Design of Microgrid Components - Power Systems ...

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with different size. This control is somewhat universal because <strong>of</strong> its ability to be used with<br />

different hardware configurations without having to change anything internally. Every block will<br />

be exp<strong>and</strong>ed to show the operations on the variables inside.<br />

The active power is regulated to a desired value during operation in parallel with the grid. During<br />

transfer to isl<strong>and</strong> operation, the frequency <strong>of</strong> the network will be allowed to sag slightly,<br />

adopting the active power-frequency droop. The characteristic will ensure that all the units will<br />

immediately ramp up their output power to match the missing quota from the grid, without the<br />

usage <strong>of</strong> an explicit network <strong>of</strong> communication between the several units. This P versus<br />

frequency block generates the angle that will be tracked by the gate pulse generator.<br />

Each <strong>of</strong> the blocks that appear in Figure 3.2 will be examined in detail: the only block that it is<br />

left out is the gate pulse generator, that will be described in great detail in Section 6.4.<br />

3.1.1 P <strong>and</strong> Q Calculation<br />

The blocks that calculate the values <strong>of</strong> active <strong>and</strong> reactive power will use the knowledge <strong>of</strong><br />

instantaneous values <strong>of</strong> line to line voltages <strong>and</strong> line currents. These are exactly the quantities<br />

that are brought in from the sensing equipment. Since there is no ground to refer to, the voltages<br />

are always measured across the phases. The count <strong>of</strong> the sensing equipment is kept to a<br />

minimum by measuring only two <strong>of</strong> the line to line voltages <strong>and</strong> calculating the third one from<br />

the fact that the sum <strong>of</strong> the three delta voltages must equal zero, in balanced as well under<br />

unbalanced conditions. Only two currents are measured <strong>and</strong> the third one is calculated assuming<br />

their overall sum to be zero, which is correct only under balanced conditions.<br />

P <strong>and</strong> Q calculation<br />

Inverter Current<br />

i<br />

inv a,<br />

b,<br />

c<br />

Load Voltage<br />

Measure e<br />

a, b,<br />

c<br />

Q<br />

Calculation<br />

Q<br />

Inverter or Line<br />

Current<br />

i<br />

a,<br />

b,<br />

c<br />

P<br />

Calculation<br />

P<br />

Figure 3.3 P <strong>and</strong> Q Calculation Blocks.<br />

Figure 3.3 shows the input-output layout for the P <strong>and</strong> Q calculation. Notice that the measure <strong>of</strong><br />

the voltage at the microgrid side is passed to both blocks, while the current can either be the<br />

inverter current or the feeder current, depending respectively if the output power <strong>of</strong> the<br />

microsource or the power flow on the feeder is controlled.<br />

The equations used are:<br />

21

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