|
|
|
E
I
R
|
=
=
= |
Electromotive
Force / Voltage
Intensity of Flow / Amperage / Current
Resistance in Ohms |
|
E
I
R
|
=
=
= |
I x
R
E ÷ R
E ÷ I
|
The
voltage is equal to the amperage multiplied by the resistance
The current is equal to the voltage divided by the resistance
The resistance is equal to the voltage divided by the current |
|
|
P
I
E
|
=
=
= |
Power / Watts
Intensity
of Flow / Amperage / Current
Electromotive Force / Voltage
|
P
I
E |
=
=
= |
I
x E
P ÷ E
P ÷ I |
The
power is equal to the voltage multiplied by the amperage
The amperage is equal to the power divided by the voltage
The voltage is equal to the power divided by the amperage |
Three Phase Motor Measurement
The readings must be taken when the motor
is operating at full speed, if there is a variable frequency drive,
make sure is at 60hz
What is the approximate load on a three
phase motor ?
This may be determined by taking an amperage
reading while the motor is operating, and all three phases should be
checked.
If the voltage is approximately the same
as the rated voltage of the motor, and the ammeter is showing that the
motor is drawing amperage is close to the nameplate reading, then the
motor is carrying a full load.
If the amperage reading is less, the motor
is not carrying a full load.
If the amperage is higher, then the motor
is over loaded.
|
Example
Is it less expensive to operate a motor on 240 Volts
AC or 120 Volts AC ?
The unit of electricity that we pay for is the WATT.
We currently pay .08004 cents per Kilowatt hour.
(1000 watts expended in 1 hour). 746 watts = 1 horsepower.
A 100 watt light bulb, on for 10 hours will expend
1000 watts of energy, costing .08004 cents for 10 hours of operation.
If I run a motor on 120 volts, and it draws 15 amps,
then it will use 1800 watts per hour. 18,000 watts for 10 hours, 18
KWH = $ 1.44 for 10 hours.
That same motor can be hooked up to 240 volts, and
then it only draws 7.5 amps ! But I x E still equals 1800 watts. So
for 10 hours, it will still expend 18,000 watts, 18 KWH = $1.44 for
10 hours.
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