Electric Circuits Masterclass for Beginners

"Ultimate Electric Circuits Course from A to Z for Beginners"

This is the only course with everything you need to know about the basics of electric circuits for complete beginners without any previous knowledge.

This course starts with the basic concepts of electricity to the level you will be very familiar with circuits.

Reed courses certificate of completion

Digital certificate - Included

• Basic Concepts 4:13:03

  • 1: Electric Circuits Course Content 04:43
  • 2: Introduction to Electrical Systems 15:10
  • 3: Electric Circuits, Charges, and Current 31:07
  • 4: Solved Examples 1 10:36
  • 5: Voltage, Energy, and Power 25:53
  • 6: Solved Examples 2 10:32
  • 7: Dependent and Independent Sources 21:08
  • 8: Cathode Ray Tube and Electricity Bills 16:09
  • 9: Special Thanks 02:45
  • 10: Course Slides 1:55:00

• Basic Laws 2:18:09

  • 11: Introduction to Basic Laws 09:05
  • 12: Ohm's Law and Conductance 19:08
  • 13: Solved Examples 1 06:51
  • 14: Branch, Nodes, Loops, Series and Parallel Connection 08:53
  • 15: Kirchhoff's Laws KVL and KCL 11:57
  • 16: Solved Examples 2 09:39
  • 17: Voltage Division, Current Division, Analogy between Resistance and Cond 22:07
  • 18: Solved Examples 3 09:59
  • 19: Delta-Wye and Wye-Delta Transformations 11:47
  • 20: Solved Examples 4 18:59
  • 21: Application on Basic Laws with a Solved Example 09:44

• Methods of Analysis 1:57:22

  • 22: Methods of Analysis and Nodal Analysis with No Voltage Source 24:46
  • 23: Solved Example 1 09:39
  • 24: Nodal Analysis with a Voltage Source 11:19
  • 25: Solved Examples 2 19:44
  • 26: Mesh Analysis with No Current Source 11:12
  • 27: Solved Examples 3 10:15
  • 28: Mesh Analysis with a Current Source 07:55
  • 29: Solved Example 4 10:20
  • 30: Nodal vs Mesh Analysis 04:06
  • 31: Application Transistor Circuit with a Solved Example 08:06

• Circuit Theorems 2:16:11

  • 32: Introduction to Circuit Theorems 01:32
  • 33: Superposition Theorem 08:08
  • 34: Example 1 on Superposition Theorem 05:34
  • 35: Example 2 on Superposition Theorem 13:10
  • 36: Source Transformation Theorem 07:35
  • 37: Example 1 on Source Transformation Theorem 12:17
  • 38: Example 2 on Source Transformation Theorem 09:18
  • 39: Thevenin Theorem 13:01
  • 40: Example 1 on Thevenin Theorem 11:45
  • 41: Example 2 on Thevenin Theorem 09:01
  • 42: Norton Theorem 04:49
  • 43: Example 1 on Norton Theorem 11:51
  • 44: Example 2 on Norton Theorem 08:07
  • 45: Maximum Power Transfer 13:35
  • 46: Example on Maximum Power Transfer 06:28

• Operational Amplifiers 2:04:36

  • 47: Introduction to Operational Amplifiers 22:31
  • 48: Example on Non Ideal Op Amp 14:43
  • 49: Construction of Ideal Operational Amplifiers 04:07
  • 50: Example on Ideal Operational Amplifiers 06:37
  • 51: Construction of Inverting Operational Amplifiers 05:06
  • 52: Example 1 on Inverting Operational Amplifiers 03:26
  • 53: Example 2 on Inverting Operational Amplifiers 03:19
  • 54: Construction of Non Inverting Operational Amplifiers 07:14
  • 55: Example on Non Inverting Operational Amplifiers 05:36
  • 56: Construction of Summing Operational Amplifiers 04:51
  • 57: Example on Summing Operational Amplifiers 04:40
  • 58: Construction of Difference Operational Amplifiers 08:37
  • 59: Example on Difference Operational Amplifiers 04:05
  • 60: Cascaded Operational Amplifiers 02:47
  • 61: Example on Cascaded Operational Amplifiers 06:57
  • 62: Digital to Analog Converter 09:06
  • 63: Example on Digital to Analog Converter 03:22
  • 64: Instrumentation Amplifiers 05:04
  • 65: Example on Instrumentation Amplifiers 02:28

• Capacitors and Inductors 3:08:47

  • 66: Introduction to Capacitors 23:28
  • 67: Equations of a Capacitor 25:21
  • 68: Solved Examples on Capacitors 23:32
  • 69: Series and Parallel Capacitors 11:00
  • 70: Solved Examples on Series and Parallel Capacitors 12:34
  • 71: Introduction to Inductors 29:04
  • 72: Solved Examples on Inductors 12:57
  • 73: Series and Parallel Inductors 14:31
  • 74: Solved Examples on Series and Parallel Inductors 15:01
  • 75: Application Integrator 09:25
  • 76: Application Differentiator 11:54

• First Order Circuits - Source-Free 1:13:22

  • 77: Introduction to First Order Circuits 06:52
  • 78: Source-Free RC Circuit 21:50
  • 79: Example 1 on Source-Free RC Circuit 06:06
  • 80: Example 2 on Source-Free RC Circuit 07:29
  • 81: Source-Free RL Circuit 14:53
  • 82: Example 1 on Source-Free RL Circuit 10:55
  • 83: Example 2 on Source-Free RL Circuit 05:17

• First Order Circuits - Step Response 1:18:32

  • 84: Lesson 1 Step Response of an RC Circuit 27:03
  • 85: Lesson 2 Example 1 on Step Response of an RC Circuit 07:00
  • 86: Lesson 3 Example 2 on Step Response of an RC Circuit 12:18
  • 87: Lesson 4 Step Response of an RL Circuit 13:02
  • 88: Lesson 5 Example 1 on Step Response of an RL Circuit 04:36
  • 89: Lesson 6 Example 2 on Step Response of an RL Circuit 14:33

• Basics of AC Circuits 2:38:02

  • 90: Introduction to AC Electric Circuits 26:14
  • 91: Solved Examples 1 09:56
  • 92: Phasor Representation of AC 17:09
  • 93: Solved Examples 2 18:15
  • 94: Phasor Relationships for Circuit Elements 17:35
  • 95: Impedance and Admittance 31:43
  • 96: Kirchhoff’s Laws and Impedance Combinations in the Frequency Domain 13:05
  • 97: Solved Example 1 on Impedance Combination 07:45
  • 98: Solved Example 2 on Voltage Division 06:01
  • 99: Solved Example 3 on Impedance Combinations 10:19

• Sinusoidal Steady-State Analysis 1:34:15

  • 100: Solved Example 1 on Nodal Analysis 15:00
  • 101: Solved Example 2 on Nodal Analysis 06:55
  • 102: Solved Example 1 on Mesh Analysis 07:48
  • 103: Solved Example 2 on Mesh Analysis 09:31
  • 104: Solved Example 1 on Superposition Theorem 08:13
  • 105: Solved Example 2 on Superposition Theorem 15:33
  • 106: Solved Example on Source Transformation 06:22
  • 107: Solved Example 1 on Thevenin Theorem 07:42
  • 108: Solved Example 2 on Thevenin Theorem 07:37
  • 109: Solved Example on Norton Theorem 09:34

• AC Power Analysis 2:32:22

  • 110: Introduction to AC Power Analysis 05:12
  • 111: Instantaneous Power and Average Power 18:06
  • 112: Solved Examples 1 10:38
  • 113: Maximum Average Power Transfer 11:12
  • 114: Solved Examples 2 09:13
  • 115: Effective or RMS Value in AC Circuits 11:33
  • 116: Solved Examples 3 12:03
  • 117: Apparent Power and Power Factor 09:59
  • 118: Solved Examples 4 09:42
  • 119: Complex Power and Power Triangle 19:39
  • 120: Solved Examples 5 11:52
  • 121: Power Factor Correction 17:06
  • 122: Solved Example 6 06:07

• Series Resonant Circuit 2:32:09

  • 123: Introduction to Resonance in Electric Systems 11:42
  • 124: Definition and Equations of a Series Resonant Circuit 30:51
  • 125: Quality Factor of a Series Resonant Circuit 20:19
  • 126: Total Impedance VS Frequency in a Series Resonant Circuit 16:03
  • 127: Bandwidth and Selectivity Curve of a Series Resonant Circuit 14:56
  • 128: Derivation of Cutoff Frequencies 21:41
  • 129: Example 1 on Series Resonant Circuit 09:14
  • 130: Example 2 on Series Resonant Circuit 04:41
  • 131: Example 3 on Series Resonant Circuit 05:51
  • 132: Example 4 on Series Resonant Circuit 08:00
  • 133: Example 5 on Series Resonant Circuit 08:51

• Parallel Resonant Circuit 2:33:00

  • 134: Parallel Resonant Circuit 14:32
  • 135: Unity Power Factor of a Parallel Resonant Circuit 12:46
  • 136: Maximum Impedance of a Parallel Resonant Circuit 07:00
  • 137: Quality Factor of a Parallel Resonant Circuit 12:56
  • 138: Bandwidth and Cutoff Frequencies of a Parallel Resonant Circuit 19:52
  • 139: Effect of High Quality Factor on the Parallel Resonant Circuit 24:06
  • 140: Example 1 on Parallel Resonant Circuit 11:17
  • 141: Example 2 on Parallel Resonant Circuit 15:41
  • 142: Example 3 on Parallel Resonant Circuit 07:49
  • 143: Example 4 on Parallel Resonant Circuit 11:44
  • 144: Example 5 on Parallel Resonant Circuit 04:23
  • 145: Example 6 on Parallel Resonant Circuit 10:54

• Electric Circuits Simulations in MATLAB 2:39:15

  • 146: Example 1 on Simulation of a Simple Electric Circuit 10:08
  • 147: Example 2 on Simulation of a Simple Electric Circuit 12:25
  • 148: Example 3 on Simulation of a Simple Electric Circuit 07:27
  • 149: Simulation of an Inverting Amplifier 12:00
  • 150: Simulation of non-Inverting and Summing Amplifiers 07:30
  • 151: Simulation of Differentiator Op-Amp 10:09
  • 152: Simulation of Source-Free RC Circuit 11:49
  • 153: Simulation of Source-Free RL Circuit 11:36
  • 154: Simulation of Step Response of an RC Circuit 18:16
  • 155: Simulation of Step Response of an RL Circuit 09:46
  • 156: Simulation of Charging and Discharging Capacitor Using Matlab 10:25
  • 157: Simulation of a Series Resonant Circuit 20:45
  • 158: Simulation of a Parallel Resonant Circuit 16:59

• Complex Numbers 2:11:15

  • 159: Course Content 01:50
  • 160: Why are Complex Numbers Important? 03:25
  • 161: What is an Imaginary Number? 05:39
  • 162: Properties of Imaginary Numbers 05:11
  • 163: What is a Complex Number? 05:01
  • 164: Operation and Properties of Complex Numbers 10:04
  • 165: Solved Examples on Complex Numbers 10:27
  • 166: Graphical Representation and Polar Form of Complex Numbers 12:50
  • 167: Solved Examples on Trignometric and Algebric Form 12:06
  • 168: Operations on Complex Numbers in Trigonometric Form 10:26
  • 169: Solved Examples on Operations of Trigonometric Form 16:05
  • 170: Exponential Form of Complex Numbers 01:17
  • 171: Solved Examples on Exponential Form 10:20
  • 172: Cubic Roots of Unity 10:42
  • 173: Solved Examples on Cubic Roots of Unity 15:52

Throughout the course you will get:

• Basics concepts of electric circuits: This will help you understand the very basic definitions of electricity including voltage, current, power, and more.

• Basic laws of electric circuits: This part will teach you about the branches, nodes, KVL, KCL, Ohm's law, and Delta-Wye transformations.

• Methods of analysis: You will learn how to analyze electric circuits using nodal analysis and mesh analysis.

• Circuit theorems: In this part, you will learn more advanced circuit analysis techniques such as the superposition theorem, source transformation theorem, Thevenin theorem, Norton theorem, and maximum power transfer.

• Operational amplifiers: You will be introduced to operational amplifiers including inverting, non-inverting, summing, difference, and cascaded amplifiers. These amplifiers are helpful in inverting or amplification or adding or subtracting different input signals.

• Capacitors and inductors: These components are really important in the electrical system and other applications. You will find inductors as a representation of electrical machines and capacitors that can be used in power factor correction.

• First-order circuits: These circuits are composed of resistors and inductors or resistors and capacitors. We will understand how to analyze them in the free and forced responses.

• Basics of AC circuits: AC power or alternating power is the one which we have in our homes. We will learn about them and what is the difference between them and AC circuits.

• Analysis of AC circuits: In this part, we will start analyzing our AC circuits with the different theorems that had been discussed at the beginning of the course.

• Resonant circuits: In this part, we will discuss both series and parallel resonant circuits, these circuits have a crucial effect on electric circuits as well as have practical applications.

• Electric circuit simulations using MATLAB: We will learn the simulation of many electric circuits in the well-known simulation program MATLAB Simulink. This will be a fun part that will increase your knowledge about electric circuits.

All of these topics are in a step by step lessons with many solved examples.

Take this bundle if you've been looking for ONE COURSE BUNDLE with in-depth insight into the basics of electric circuits.

• Anyone who wants knowledge about electric circuits
• Anyone who is interested in knowing the main concepts of electric circuits
• Anyone who is a student and wants to learn about DC circuits
• Anyone who is a student and wants to learn about AC circuits

• No prior knowledge about electric circuits.

• Simple mathematics knowledge.

You will be able to understand well electrical circuits and become ready for our next course on electrical machines.

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