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FIGURE 2.9.13 Single line-to-ground fault in resonant-grounded system.<br />

FIGURE 2.9.15 Typical capacitor inrush/outrush reactor connection.<br />

Capacitor inrush/outrush reactors (Figure 2.9.15) are used to reduce the severity of some of the<br />

transients listed above in order to minimize dielectric stresses on breakers, capacitors, transformers, surge<br />

arresters, and associated station electrical equipment. High-frequency-transient interference in nearby<br />

control and communication equipment is also reduced.<br />

Reactors are effective in reducing all transients associated with capacitor switching, since they limit<br />

the magnitude of the transient current (Equation 2.9.5), in kA, and significantly reduce the transient<br />

frequency (Equation 2.9.6), in Hz.<br />

FIGURE 2.9.14 Typical duplex-reactor connection.<br />

I V * ( C / L )<br />

peak LL eq. eq.<br />

(2.9.5)<br />

2.9.2.2.5 Duplex Reactors<br />

Duplex reactors are usually installed at the point where a large source of power is split into two simultaneously<br />

and equally loaded buses (Figure 2.9.14). They are designed to provide low-rated reactance<br />

under normal operating conditions and full-rated or higher reactance under fault conditions. A duplex<br />

reactor consists of two magnetically coupled coils per phase. This magnetic coupling, which is dependent<br />

upon the geometric proximity of the two coils, determines the properties of a duplex reactor under<br />

steady-state and short-circuit operating conditions. During steady-state operation, the magnetic fields<br />

produced by the two windings are in opposition, and the effective reactance between the power source<br />

and each bus is a minimum. Under short-circuit condition, the linking magnetic flux between the two<br />

coils becomes unbalanced, resulting in higher impedance on the faulted bus, thus restricting the fault<br />

current. The voltage on the unfaulted bus is supported significantly until the fault is cleared, both by the<br />

effect of the reactor impedance between the faulted and unfaulted bus and also by the “voltage boosting”<br />

effect caused by the coupling of the faulted leg with the unfaulted leg of duplex reactors.<br />

The impedance of a duplex reactor can be calculated using Equation 2.9.1 and Equation 2.9.2, the<br />

same as those used for phase reactors.<br />

f 1/ 2<br />

Leq<br />

C<br />

<br />

. eq<br />

<br />

<br />

(2.9.6)<br />

where<br />

C eq = equivalent capacitance of the circuit, F<br />

L eq = equivalent inductance of the circuit, H<br />

V LL = system line-to-line voltage, kV<br />

Therefore, reflecting the information presented in the preceding discussion, IEEE Std. 1036-1992,<br />

Guide for Application of Shunt <strong>Power</strong> Capacitors, calls for the installation of reactors in series with each<br />

capacitor bank, especially when switching back-to-back capacitor banks.<br />

Figure 2.9.16 shows a typical EHV shunt-capacitor installation utilizing reactors rated at 550 kV/1550<br />

kV BIL, 600 A, and 3.0 mH. <br />

2.9.2.3 Capacitor Inrush/Outrush Reactors<br />

Capacitor switching can cause significant transients at both the switched capacitor and remote locations.<br />

The most common transients are:<br />

• Overvoltage on the switched capacitor during energization<br />

• Voltage magnification at lower-voltage capacitors<br />

• <strong>Transformer</strong> phase-to-phase overvoltages at line termination<br />

• Inrush current from another capacitor during back-to-back switching<br />

• Current outrush from a capacitor into a nearby fault<br />

• Dynamic overvoltage when switching a capacitor and transformer simultaneously<br />

FIGURE 2.9.16 550-kV capacitor inrush/outrush reactors.<br />

© 2004 by CRC Press LLC<br />

© 2004 by CRC Press LLC

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