Mike Dolt Enterprises Logo Mike Dolt Enterprises

Topic: Power Factor Correction Calculations

User: maguire.david.c, Location: Vancouver, WA

Asked on: Thursday, March 31, 2011 at 12:41 pm EDT
Answered on: Tuesday, May 14, 2024 at 3:33 am EDT

Question: I'm an instructor myself and we teach to correct power factor with capacitive reactance by hooking the appropriate size capacitor in parallel with the inductive load. One of my students questioned as to why you would do this instead of in series stumped me and unfortunately the book I was teaching from lacked the reasoning behind the action as well. Can any one give me reason. I understand capacitors are additive in parallel but when youre dealing with a series parallel circuit that would be formed (say a capacitor that is in parallel connected to a (resistor + inductor in series)) how would you go about explaining that? Thanks.

There are a few reasons why series connection is not typically used to correct power factor: Voltage drop: When a capacitor is connected in series with an AC circuit, it can cause a significant voltage drop across the capacitor. This can be problematic for sensitive electronic devices that require a stable voltage supply. Phase shift: A capacitor connected in series with an inductor will cause a phase shift between the voltage and current in the circuit. This can make it difficult to control the power flow in the circuit. Resonance: If the inductance of the inductor and the capacitance of the capacitor are equal, the circuit will be at resonance. This can cause a large current to flow through the circuit, which can damage components.By connecting the capacitor in parallel with the inductive load, we can avoid these problems. The capacitor will draw a leading current that cancels out the lagging current drawn by the inductor, thereby correcting the power factor. The voltage drop across the capacitor will be small, and the phase shift will be negligible.Here is a simplified explanation for a series-parallel circuit: When a capacitor is connected in parallel with a resistor and inductor in series, the capacitor will draw a leading current that will cancel out the lagging current drawn by the inductor. The result is that the overall current drawn by the circuit will be in phase with the voltage, which will improve the power factor. The voltage drop across the capacitor will be equal to the voltage across the resistor and inductor in series.* The phase shift between the voltage and current will be equal to the phase shift between the voltage across the resistor and inductor in series and the voltage across the capacitor.This explanation can be used to help your students understand why parallel connection is preferred for power factor correction. Flag for review

Previous Question Next Question