PROCEDURE:
The transformer was examined, and given a
special attention to the construction, rated voltage, kVA, frequency, etc. The
rated currents for each side were calculated. Then the
1.
Terminal identification test
2.
Polarity test
3.
Open circuit test
4.
Short circuit test
are
made on the transformer as follow the instructions which are given in the
handout sheet.
DISCUSSION
Transformer
is an electrical device consisting of one coil of wire placed in close
aproximity to one or more other coils, used to couple two or more alternating-current
(AC) circuits together by employing the induction between the coils. It has two
windings, which are connected through a magnetic core.
The
coil connected to the power source is called the primary coil, and the other
coil is known as secondary. A transformer in which the secondary voltage is
higher than the primary is called a step-up transformer. If the secondary
voltage is less than the primary, the device is known as a step-down
transformer. The product of current and voltage is constant in each set of
coils, so that in a step-up transformer, the voltage increase in the secondary
is accompanied with a corresponding decrease in the current.
Efficient
power transmission requires a step-up transformer at the power-generating
station to raise voltages, with a corresponding decrease in current. Line power
losses are proportional to the square of the current times the resistance of
the power line, so that very high voltages and low currents are used for
long-distance transmission lines to reduce losses. At the receiving end,
step-down transformers reduce the voltage, and increase the current, to the
residential or industrial voltage levels, usually 230V.
Power Transformers
Power
Transformers are large devices which are used in electric power systems, and
small units in electronic devices. Industrial and residential power
transformers that operate at the line frequency, may be single phase or
three-phase, and are designed to handle high voltages and currents.
Power
transformers must be efficient and should dissipate as little power as possible
in the form of heat during the transformation process. Efficiencies are
normally above 99 percent and are obtained by using special steel alloys to
couple the induced magnetic fields between the primary and secondary windings.
The dissipation of even 0.5 percent of the power transmitted in a large
transformer generates large amounts of heat, which requires special cooling
provisions. Typical power transformers are installed in sealed containers that
have oil or another substance circulating through the coils to transfer the
heat to external radiatorlike surfaces, where it can be discharged to the
surrounding atmosphere.
Transformer in Electronics
In
electronic equipment, transformers with capacities in the order of 1 kw are
largely used ahead of a rectifier, which in turn supplies direct current (DC)
to the equipment. Such electronic power transformers are usually made of stacks
of steel alloy sheets, called laminations, on which copper wire coils are wound.
Transformers in the 1- to 100-W power level are used principally as step-down
transformers to couple electronic circuits to loudspeakers in radios,
television sets, and high-fidelity equipment. These are known as audio
transformers and they use only a small fraction of their power rating to
deliver program material in the audible ranges, with minimum distortion. The
transformers are judged on their ability to reproduce sound-wave frequencies
(from 20 Hz to 25 kHz) with minimal distortion over the full sound power level.
At
power levels of 1 milliwatt or less, transformers are primarily used to couple
ultrahigh-frequency (UHF), very-high frequency (VHF), radio-frequency (RF), and
intermediate-frequency (IF) signals, and to increase their voltage. These high-frequency
transformers usually operate in a tuned or resonant circuit, in which tuning is
used to remove unwanted electrical noise at frequencies outside the desired
transmission range.
Parallel Operation of Transformers
The
following conditions must exist for transformers to operate satisfactorily in
parallel:
· Connection diagrams must
be identical. Paralleling transformers with different connection diagrams is
similar to short circuiting their secondary windings.
· Voltage ratios must be
the same. If voltage ratios are not the same, circulating currents will flow in
the secondary with no or little load and the division of load will be improper.
· Percent impedance,
including primary and secondary leads to each transformer, should be nearly
equal. If the impedance's are equal and the turns ratios are identical, the
paralleled transformers will divide the load currents (properly) in proportion
to their kVA ratings. If the percent impedance's are different, the transformer
with the lower percent impedance will take more than its proper share of the
load.
Example: Operation with unequal
turns ratios:
Two transformers with similar
characteristics (both rated 7,200-240 Volts, 3% Z, equal X/R ratios but with
different kVA ratings) are to be operated in parallel to serve a 75 kVA load.
One unit is rated 25 kVA and the other is rated 50 kVA.
By mistake, the 25 kVA unit has its
primary tap set 5% low (6840 V tap) which would give an open-circuit voltage of
252.6 V instead of the desired 240 V.
When paralleled and energized from
a 7,200 V primary, the circulating current is 117 percent of rated current for
the 25 kVA unit before any load current is drawn. The open-circuit voltage from
the combination is 244.2 V.
Solution:
Difference between O-C
voltages = 12.6 V (= 5.25%)
Loop impedance (25 kVA base) = 4.50%
Circulating current (use per-unit values) = 1.17 per unit
(by Ohm's Law) = 117%
Impedance voltage divider ratio = 1.5%/4.5% = 1/3
Terminal voltage rise above 240 V = (1/3) x (12.6 V) = 4.2 V
"No load" terminal voltage = 240 V + 4.2 V = 244.2 Volts
Loop impedance (25 kVA base) = 4.50%
Circulating current (use per-unit values) = 1.17 per unit
(by Ohm's Law) = 117%
Impedance voltage divider ratio = 1.5%/4.5% = 1/3
Terminal voltage rise above 240 V = (1/3) x (12.6 V) = 4.2 V
"No load" terminal voltage = 240 V + 4.2 V = 244.2 Volts
Errors in the Experiment
There may be several reasons which cause errors
in the experiment.
· Resistance of the connecting wires.
· Reading errors in volt meter and
ammeter.
· Errors in measuring instruments as
they are not ideal.
Also during the experiment as we
expect to get some readings at the rated voltage of the transformer it was not
possible. The maximum voltage we could take by the supply was 220 V as the
voltage is dropped due to other connected equipments which take high currents.
Therefore the calculations are done using 220V. Also in the experiment
measuring instruments had to be selected with appropriate scales to minimize
the possible errors.
REFERENCES
· Encarta Encyclopedia Deluxe version
2002
· Electrical Machinery -
Chalres Kingsley
A.E.
Fitzgerald
Stephen
D.Umans
· Electric Machines - I
J Nagarath & D P Kothari
- Eight reprint 1993
· www.citycollegiate.com
- Search on single phase
transformers
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