What is a VARS? I have never seen such a confusing analogy.
Now, can someone explain Power Factor? I know the utility may be charging you too much or not enough based on power factor. The not enough, I have heard they are upset about. The too much, not so much.
Loosely:
ONE simple way to describe power factor is to say it represents how out of phase the (AC sinusoidal) voltage waveform is compared to the current waveform.
...but that leads to the question: Why is the voltage out of phase with the current?
Electrical Resistance is just one type of Impedance.
(Simplistically) Impedance comes in 2 parts: 1) Resistance (i.e. resistors) and 2) reactance (i.e. capacitance (capacitors) and inductance (inductors or coils). With resistance, energy is transformed into heat; with reactance it is stored and then released, but the voltage & current waveform relationships to each other has been altered.
"ELI the ICE man"
When an AC voltage (E) is applied to a coil (inductor(L)) or capacitor (C), energy is stored, then released with each cycle. The capacitor plates charge then discharge, the inductor coils get magnetized, then polarity is reverse, etc..
For an inductor (L), the voltage (E) waveform will lead the current (I) waveform that is produced by 90 degrees ("ELI"); for a capacitor (C) the current (I) will lead the voltage (E) by 90 degrees ("ICE").
A capacitor or inductor in a circuit provides current blocking impedance like a resistor does.
So...(simplifying) say you have an old lighting dimmer switch (inductor) that develops an impedance and (by Ohms law) develops a voltage across itself, thus reducing the voltage downstream available to the light and making it dimmer. If the dimmer switch consumed REAL power it would get hot like a resistor (heating element).
So, imagine our dimmer in a 120V light circuit, cuts the voltage to lamp to 60 volts so current is 2 amps: 60 volts at 2 amps is developed across the dimmer, 60 volts at 2 amps is across incandescent light. The dimmer ISN'T throwing off (60volts x 2amps) 120 Watts of heat, but the bulb is!!
We call the 60V at 2 amps across dimmer "reactive power" or "volt-amps reactive ("VARS") as opposed to the "real power" (120 Watts) at the bulb; as opposed to the total 120V x 2 amps = 240 Volt-amps (VA) the total circuit is passing.
So:
Total circuit "Complex power" Volt-Amps = 240 VA (Mug)
"Real power" Watts at light = 120 Watts (Beer)
"Reactive power" VARS at dimmer = 120 VAR (Foam)
:drink:
Because the real power (Watts) at light is 50% of the volt-amps the circuit is conducting, the power factor is .5 or 50%.
Notice that the utility had to supply 240 Volt-amps (VA) because of the power factor, but they only measured/charged you for 120 Watts.