3 Phase
Power Is More Efficient Than Single Phase
Three phase electricity powers large industrial loads more
efficiently than single-phase electricity. When
single-phase electricity is needed, It is available
between any two phases of a three-phase system, or in
some systems , between one of the phases and ground.
By the use of three conductors a 3 phase system can
provide 173% more power than the two conductors of a
single-phase system. Three-phase power allows heavy
duty industrial equipment to operate more smoothly and
efficiently. 3 phase power can be transmitted over
long distances with smaller conductor size.
(Also read
about 3
phase isolation transformers here.)
In a three-phase transformer, there is a three-legged iron
core as shown below. Each leg has a respective primary
and secondary winding.

The three primary windings (P1, P2, P3) will be connected
at the factory to provide the proper sequence
(or correct polarity) required and will be in a
configuration known as Delta. The three
secondary windings (S1, S2, S3) will also be
connected at the factory to provide the proper
sequence (or correct polarity) required.
However, the secondary windings, depending on
our voltage requirements, will be in either
?Delta? or a ?Wye? configuration.
3
Phase Transformers Overview
3 phase transformers are used throughout industry to
change values of 3 phase voltage and current.
Since 3 phase power is the most common way in
which power is produced, transmitted, an used, an
understanding of how 3 phase transformer
connections are made is essential. In this section it
will discuss different types of 3 phase transformers connections, and present examples of how
values of voltage and current for these connections
are computed.
3 phase
Transformer Construction:
A 3 phase transformer is constructed by winding three
single phase transformers on a single core. These
transformers are put into an enclosure which is then
filled with dielectric oil. The dielectric oil
performs several functions. Since it is a dielectric,
a nonconductor of electricity, it provides electrical
insulation between the windings and the case. It is
also used to help provide cooling and to prevent the
formation of moisture, which can deteriorate the
winding insulation.
Three-Phase Transformer Connections:
There are only 4 possible transformer combinations:
Delta to Delta - use: industrial applications
Delta to Wye - use : most common; commercial and industrial
Wye to Delta - use : high voltage transmissions
Wye to Wye - use : rare, don't use causes harmonics and
balancing problems.
3
phase transformers are connected in delta or
wye configurations. A wye-delta
transformer has its primary winding connected in a wye
and its secondary winding connected in a
delta (see figure 1-1). A delta-wye
transformer has its primary winding
connected in delta and its
secondary winding connected in a wye
(see figure 1-2).
Delta Connections:
A delta system is a good short-distance distribution system.
It is used for neighborhood and small commercial loads
close to the supplying substation. Only one voltage is
available between any two wires in a delta system. The
delta system can be illustrated by a simple triangle.
A wire from each point of the triangle would represent
a three-phase, three-wire delta system. The voltage
would be the same between any two wires (see figure
1-3).
Wye Connections:
In a wye system the voltage between any two wires will always
give the same amount of voltage on a 3 phase system. However, the voltage between any one of the
phase conductors (X1, X2, X3) and the neutral (X0)
will be less than the power conductors. For example,
if the voltage between the power conductors of any two
phases of a three wire system is 208v, then the
voltage from any phase conductor to ground will be
120v. This is due to the square root of 3 phase power. In a wye system, the voltage between any two
power conductors will always be 1.732 (which is the
square root of 3) times the voltage between the
neutral and any one of the power phase conductors. The
phase-to-ground voltage can be found by dividing the
phase-to-phase voltage by 1.732 (see figure 1-4).
Continue
And Read About Additional 3 Phase Power Details: