[James_H._Harlow]_Electric_Power_Transformer_Engin(BookSee.org)
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A six-pulse single-way transformer would have to have two secondary windings, like a Circuit 45<br />
transformer (Figure 2.4.5), which has a delta primary winding with double-wye secondary windings. A<br />
six-pulse double-way transformer can be a simple two-winding transformer, like a Circuit 23 transformer<br />
(Figure 2.4.1), which is a simple delta-wye transformer. This is due to the number of pulses each circuit<br />
has over the normal period of a sine wave.<br />
31.<br />
H 1<br />
H 2<br />
H<br />
3<br />
30¡<br />
R 3<br />
R 1 R 5<br />
R 4<br />
R 2<br />
R 6<br />
23.<br />
H 2<br />
R1<br />
R<br />
2<br />
H<br />
1<br />
H<br />
3<br />
R<br />
E 3<br />
S<br />
DELTA, TWELVE PHASE, MULTIPLE<br />
DELTA-WYE, DOUBLE-WAY<br />
FIGURE 2.4.4 ANSI Circuit 31. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
DELTA, SIX PHASE,<br />
WYE, DOUBLE-WAY<br />
45<br />
H<br />
2<br />
N 1<br />
N 0<br />
N 2<br />
R 3 R 2<br />
FIGURE 2.4.1 ANSI Circuit 23. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
H<br />
1<br />
H<br />
3<br />
R 1<br />
R 4<br />
R 5<br />
R 6<br />
25.<br />
H<br />
2<br />
H 1<br />
H<br />
3<br />
30¡<br />
R<br />
E 2<br />
S<br />
R<br />
R 3<br />
1<br />
DELTA, SIX PHASE, DOUBLE WYE<br />
FIGURE 2.4.5 ANSI Circuit 45. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
46<br />
N 0<br />
N<br />
H<br />
R 1<br />
N 2<br />
2 3<br />
R R<br />
2<br />
4<br />
DELTA, SIX PHASE,<br />
DELTA, DOUBLE-WAY<br />
H 1 H<br />
3<br />
30¡<br />
R 1<br />
R<br />
5<br />
R<br />
6<br />
FIGURE 2.4.2 ANSI Circuit 25. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
26.<br />
H 1<br />
H2<br />
H3<br />
WYE, SIX PHASE,<br />
DELTA, DOUBLE-WAY<br />
FIGURE 2.4.3 ANSI Circuit 26. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
R 1<br />
R 2<br />
R 3<br />
FIGURE 2.4.6 ANSI Circuit 45. (From ANSI/IEEE C57.18.10-1998. © IEEE 1998. With permission.)<br />
2.4.4 Commutating Impedance<br />
WYE, SIX PHASE, DOUBLE WYE<br />
Commutating impedance is defined as one-half the total impedance in the commutating circuit expressed<br />
in ohms referred to the total secondary winding. It is often expressed as percent impedance on a secondary<br />
kVA base. For wye, star, and multiple-wye circuits, this is the same as derived in ohms on a phase-toneutral<br />
voltage basis. With diametric and zigzag circuits, it must be expressed as one-half the total due<br />
to both halves being mutually coupled on the same core leg or phase. This is not to be confused with<br />
the short-circuit impedance, i.e., the impedance with all secondary windings shorted. Care must be taken<br />
when expressing these values to be careful of the kVA base used in each. The commutating impedance<br />
is the impedance with one secondary winding shorted, and it is usually expressed on its own kVA base,<br />
although it can also be expressed on the primary kVA base if desired.<br />
© 2004 by CRC Press LLC<br />
© 2004 by CRC Press LLC