Power Factor is one of most significant parameter in calculating AC Power. As we know it is cosine of angle between AC Voltage and Current it comes in picture while calculating power in AC circuits Power In AC (P) = Voltage (V) X Current (V) X Power Factor
Let us take an example of Power with Power factor and without power factor for same circuit.
Let Us assume
V = 125 Volts
I = 1 Amp
Power Factor = 1
Then
P = 125X1X1= 125 Watts
But for any circuit when Power factor is below 1, to execute same power, Circuit has to draw more current. for example
P = 125X 1.25 X 0.8 = 125 Watts
In first example power factor of the circuit was unity = 1 and in that condition current of the circuit was 1 amp whereas in second example power factor of the circuit is 0.8 due to which current of the circuit increases to 1.25 amp to execute the same power. Now due to increase in current of the circuit many factors are affected like heat loss, Conductor's specification , Class of insulation etc.
Thus it can be concluded after going through above explanation that power factor play a significant role in AC power calculation as well as in actual practices.
Per factor is 1 when reactive power is zero.
because of high resistance in the load.
1 HP is 746 watts in principle. The power is in watts, and the power is the volts times the amps. For an AC motor the power is the volts times the amps times the power factor times a factor that depends on the power-conversion efficiency of the motor.
The formula is: current (in amps) = power (in watts) , divided by (240 times the power factor). The power factor is 1 for incandescent light or heaters, otherwise it can be assumed to be 0.75 for other loads.
By adding together the power ratings, and applying a diversity factor. A 'diversity factor' takes into account that not all loads will be operating at the same time.
Power factor is an AC only term, and has no meaning for DC.
Per factor is 1 when reactive power is zero.
AC-1This applies to all AC devices (Resistive loads) with a power factor of at least power factor of 0.95 AC-3This applies to AC Inductive loads. Like squirrel cage motors.
No difference in case of DC. In case of AC Watt refers to Power which includes the factor of power factor. VA does not include power factor.
because of high resistance in the load.
We will always calculate rms value only since the average value of ac current or voltage is zero. So we are using rms values in the ac circuit to calculate the power and to solve an ac circuit.
In an AC system power is equal to Voltage x Current x Power factor. Power factor is not constant and depends on the type of the load. Ideal value of the Power factor is 1, where as practically remains less then 1.
Power factor does not apply to a resistive circuit. Just the current will follow the voltage (in phase)
A pure resistive load always has a power factor of one. This is because the current and voltage waveforms are in phase in an AC circuit.
Power Factor is the relationship between the phase of the current and voltage which are each sine waves. When there is an inductance in a circuit the AC current waveform tends to lag the voltage. This causes a phase difference which reduces the Power Factor from a maximum of one to something less.
1 HP is 746 watts in principle. The power is in watts, and the power is the volts times the amps. For an AC motor the power is the volts times the amps times the power factor times a factor that depends on the power-conversion efficiency of the motor.
For electrical energy - basically for AC circuits - the power factor can be anything between 0 and 1. In many practical situations it's close to one. "Power factor" has nothing to do with mechanical energy.