Power Factor Correction

Slides:



Advertisements
Similar presentations
EE 212 Passive AC Circuits Lecture Notes 2b EE 212.
Advertisements

Lecture 32 Review: AC power analysis Power factor correction
AC POWER CALCULATION Instantaneous, average and reactive power
+ V (Volt) = W (work done, J) Q (charge, C)
Chapter 12 Three Phase Circuits
Physics 2112 Unit 21  Resonance  Power/Power Factor  Q factor  What is means  A useful approximation  Transformers Outline:
AC power. Resonance. Transformers.
CH5 AC circuit power analysis 5.1 Instantaneous Power 5.2 Average Power 5.3 Effectives values of Current & Voltage 5.4 Apparent Power and Power Factor.
First Order Circuit Capacitors and inductors RC and RL circuits.
AC Power: instantaneous and average power
ECE 201 Circuit Theory I1 Superposition Principle of “Superposition” –When a linear circuit is excited by more than one independent source of energy, the.
Lecture 71 EEE 302 Electrical Networks II Dr. Keith E. Holbert Summer 2001.
STEADY STATE AC CIRCUIT ANALYSIS
Lect19EEE 2021 AC Power Dr. Holbert April 9, 2008.
AC Power Discussion D9.3 Chapter 5. Steady-State Power Instantaneous Power Average Power Effective or RMS Values Power Factor Complex Power Residential.
AC Power: average power
AC Review Discussion D12.2. Passive Circuit Elements i i i + -
Electric Currents Physics Department, New York City College of Technology.
Power Factor Correction Most domestic loads (such as washing machines, air conditioners, and refrigerator) and industrial loads (such as induction motors)
Example ECE 201 Circuit Theory 1. A load having an impedance of 39 + j26 Ω is fed from a voltage source through a line having an impedance of 1.
Power Factor and Power Factor Correction
AC POWER ANALYSIS Tunku Muhammad Nizar Bin Tunku Mansur
Displacement Power Factor Source voltage waveform is assumed to be an undistorted sinusoid with zero phase angle. Due to reactance of the load, the current.
Chapter 7 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
ECE 3183 – Chapter 5 – Part D CHAPTER 5 - D1 ECE 3183 – EE Systems Chapter 5 – Part D AC Power, Power Factor.
ENGR-43_Lec-09-2_Complex_Power.ppt 1 Bruce Mayer, PE Engineering-43: Engineering Circuit Analysis Bruce Mayer, PE Registered Electrical.
Power Triangle.
Circuits II EE221 Unit 4 Instructor: Kevin D. Donohue Complex Power, Power Conservation, Power Factor Correction, and Applications.
AC POWER ANALYSIS Tunku Muhammad Nizar Bin Tunku Mansur
Alexander-Sadiku Fundamentals of Electric Circuits
Fundamentals of Electric Circuits Chapter 11
Chapter 11 AC Power Analysis
Circuits II EE221 Unit 3 Instructor: Kevin D. Donohue Instantaneous, Average, RMS, and Apparent Power, and, Maximum Power Transfer, and Power Factors.
Chapter 31 Electromagnetic Oscillations and Alternating Current Key contents LC oscillations, RLC circuits AC circuits (reactance, impedance, the power.
Chapter 11 AC Steady-State Power
Fundamentals of Electric Circuits Chapter 11
Power in AC Circuits ELEC 308 Elements of Electrical Engineering
Solid State Electricity Metrology
21-11 LR Circuit Any inductor will have some resistance. An LR circuit has some properties similar to an RC circuit. See formula and diagrams on page 641.
1 Chapter 11 AC Power Analysis 電路學 ( 二 ). 2 AC Power Analysis Chapter Instantaneous and Average Power 11.2Maximum Average Power Transfer 11.3Effective.
AC POWER ANALYSIS Instantaneous & Average Power
Chapter 28: Alternating Current Phasors and Alternating Currents  Alternating current (AC current) Current which varies sinusoidally in time is called.
Chapter 24 Alternating-Current Circuits. Units of Chapter 24 Alternating Voltages and Currents Capacitors in AC Circuits RC Circuits Inductors in AC Circuits.
Chapter 7 AC Power Analysis
Circuits II EE221 Unit 11 Instructor: Kevin D. Donohue Complex Power, Power Conservation, Power Factor Correction, and Applications.
ELE 102/102Dept of E&E MIT Manipal1 Tutorial 1) Find the Average value and RMS value of the given non sinusoidal waveform shown below. 0 A -A T/4 T/2 T.
Chapter 11 AC Power Analysis
Power System Fundamentals EE-317 Lecture 3 06 October 2010.
1 AC POWER CALCULATION Power Factor Correction Dr. Nik Rumzi Nik Idris SEE 1023 Circuit Theory.
1 Figure 7.1, 7.2 Chapter 7: AC PowerCurrent and voltage waveforms for illustration of AC power.
1 Lecture #9 EGR 272 – Circuit Theory II Read: Chapter 10 in Electric Circuits, 6 th Edition by Nilsson Chapter 10 - Power Calculations in AC Circuits.
ELECTRICAL CIRCUIT CONCEPTS
Modeling of Power Transformers A Static Device. Transformers The transformer enables us to utilize different voltage levels across the system for the.
Drill Exercise A linear transformer couples a load consisting of a 360 Ω resistor in series with a 0.25 H inductor to a sinusoidal voltage source, as shown.
E E 2415 Lecture 9 Phasor Circuit Analysis, Effective Value and Complex Power: Watts, VAR’s and Volt-Amperes.
Chapter 8 Alternating Current Circuits. AC Circuit An AC circuit consists of a combination of circuit elements and an AC generator or source An AC circuit.
AC POWER ANALYSIS. 2 Content Average Power Maximum Average Power Transfer Complex Power Power Factor Correction.
Chapter 4 AC Network Analysis Tai-Cheng Lee Electrical Engineering/GIEE 1.
1 Lecture #6 EGR 272 – Circuit Theory II Read: Chapter 9 and Appendix B in Electric Circuits, 6 th Edition by Nilsson Using Phasors to Add Sinusoids Sinusoidal.
E E 2415 Lecture 12 Mutual Inductance and Ideal Transformers.
1 Eeng 224 Chapter 11 AC Power Analysis Huseyin Bilgekul Eeng224 Circuit Theory II Department of Electrical and Electronic Engineering Eastern Mediterranean.
FUNDAMENTAL OF ELECTRICAL POWER SYSTEMS (EE 270)
1 Eeng 224 Chapter 12 Three Phase Circuits Huseyin Bilgekul Eeng224 Circuit Theory II Department of Electrical and Electronic Engineering Eastern Mediterranean.
8. 3 Power Factor Correction 8.1 Power in a Sinusoidal Steady-state Circuit 8.2 Maximum Average Power Transfer Chapter 8 AC Power Analysis 交流功率分析.
Chapter 11 AC Power Analysis
Electrical Systems Series Circuits Parallel Circuits Electrical Power.
Sinusoidal Excitation of Circuits
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ECE 333 Green Energy Systems
EEE 3230 POWER SYSTEM ANALYSIS
Presentation transcript:

Power Factor Correction AC POWER CALCULATION Power Factor Correction SEE 1023 Circuit Theory

Power Factor Correction Load + V  I V = Vv I = Ii As we have seen before (for sinusoidal voltage and current), pf = cos (vi) P = V I cos (vi) The REAL power (or average power) is transformed into useful energy e.g. heat, mechanical, light, sound, etc For a given V and P, loads with high power factor draw LESS current compared with loads with low power factor

Power Factor Correction pf = cos 1 V I1 P pf = cos 2 V I2 cos 1 > cos 2 Q2 1 < 2 Q1 1 2 Pave Pave For a given V and P, loads with high power factor draw LESS current compared with loads with low power factor

Power Factor Correction For a given V and P, loads with high power factor draw LESS current compared with loads with low power factor Less current results in LESS losses during transmission I2R Load Source +  Utility company (TNB) charge more to loads with LOW power factor Therefore, it is desirable to increase the power factor

Power Factor Correction How to increase the power factor without altering the voltage or current of the original load? + VL  IL Vs (rms) QL QC 1 QT 2 PL Before C added, S = PL + jQL pf = cos 1 After C added, S = PL + j(QL – QC) pf = cos 2 i.e. increased (voltage and current of the original load are retained)

Power Factor Correction How do we calculate C? PL 1 QL QC 2 QT Voltage across C = Vs (rms) Impedance of C =