Introduction to Circuit Theory - Electrical Engineering

Name: Introduction to Circuit Theory - Electrical Engineering
Rating: 4.0 (35 reviews)

Become an expert in Circuit Theory by solving examples & pass with high grade at school's Circuit theory course RAHEE101

Created byRahsoft Electrical Engineering Courses

Last updated 1/2021

English

What you'll learn

Circuit Theory
Academic Solve of Electrical Engineering Circuits
Analyze and solve Electrical Circuit Designs and Problems
Teaching and hours and hours of examples and problems solved on the below topics
Ohm's law
Current and Charge
Nodes, Branches and loops
Series resistors and voltage division
wye-delta transformations
Learn Kirchhoff's Current Law (KCL)
Kirchhoff's Voltage Law (KVL)
Parallel resistors and current division

Course content

4 sections • 89 lectures • 8h 26m total length

Basic Concepts4:47
Explore fundamental circuit concepts, the essential laws, and techniques for analyzing circuits, including Ohm's law, Kirchhoff's laws, series and parallel resistor combinations, and delta-wye transformations.
Systems of Units2:52
Charge and Current2:48
Charge and Current Example2:22
Explore how charge relates to current through I = dQ/dt by differentiating Q(t) = 5 t sin(4π t) and evaluating at t = 0.5 s, yielding 20π mA.
Basic Units Quiz1:48
Voltage1:50
Power and Energy2:24
Power and Energy Examples5:42
Circuit Elements4:17
Circuit Elements Examples3:07
Solve circuit element powers with P = I × V, identify energy delivery by voltage source and dependent current source, absorption by resistor, and verify conservation of energy.
Circuit Elements Quiz2:17

Ohm's Law4:47
Nodes, Branches, Loops4:00
Examples 1 and 22:22
Example 12:16
Ohm's Law cont.3:20
Explore ohm's law, resistance extremes, open and short circuits, and the voltage-current-resistance relationships, with power and conductance forms for quick circuit analysis.
Kirchhoff's Laws6:15
Kirchhoff's Laws Ex Problems8:13
Kirchhoff's Laws Ex Problems5:10
Kirchhoff's Laws Ex Problems5:38
Kirchhoff's Laws Ex Problems6:37
Kirchhoff's Laws Ex Problems3:56
Series Resistors and Voltage Division4:02
Parallel Resistors and Current Division5:34
Simplifying Resistors Example4:17
Simplifying Resistors Example3:44
Simplifying Resistors Example6:48
Simplifying Resistors Example3:46
Conductance Example3:08
Solve a conductance example by applying parallel and series formulas for conductance, compute the equivalent conductance step by step, and prepare for current division in the next video.
Current Division Example3:48
Voltage Division Example4:55
Voltage and Current Division Example6:08
Parallel Resistors Example1:38
Calculate the current in each of the three equal 30-ohm parallel resistors fed by a 2.5 amp source, giving about 0.83 amps per resistor.
Power Example7:11
Simplifying Resistors Example4:01
Current Division and Power Example5:15
Wye-Delta Transformations5:39
Wye-Delta Examples2:06
Wye-Delta Examples2:42
Wye-Delta Examples6:44
Wye-Delta Examples5:13
Chapter 2 Review Problems8:27
Resolve currents in chapter two review using ohm's law, Kirchhoff's current and voltage laws, and node and loop analysis for switch positions one and two with a 3-volt source.
Chapter 2 Review Problems9:19
Chapter 2 Review Problems10:29
Chapter 2 Review Problems8:11
Chapter 2 Review Problems7:12
Solve for Vnot and Inot in chapter two review problems. Ignore open circuits, compute 3 and 6 in parallel to 2 ohms, then add 2 ohms in series.
Chapter 2 Review Problems11:49
Redraw the circuit to transform a Y configuration into a Delta, compute branch resistances, then combine in parallel and series to find the equivalent resistance between nodes A and B.
Chapter 2 Review Problems6:06
Chapter 2 Review Problems18:38
Solve the equivalent resistance of a complex resistor network from chapter 2, section 2.6, using delta-to-y transformations and series-parallel reductions, yielding 114 ohms (with R=100 ohms).
Chapter 2 Review Problems5:39
Chapter 2 Review Problems7:59

Nodal Analysis3:56
Nodal Analysis Examples7:41
Nodal Analysis Examples5:59
Nodal Analysis Examples11:11
Explore nodal analysis to determine circuit node voltages, set up node current balance equations, and solve a 3×3 system to find V1, V2, and V3 in a resistor network.
Nodal Analysis Examples11:10
Nodal Analysis3:09
Learn nodal analysis with voltage sources, including fixing a node voltage with a reference source and solving between two non-reference nodes using a super node.
Nodal Analysis Examples4:04
Nodal Analysis Examples5:35
Explore nodal analysis with a super node through a concise example labeling V1, V2, I1, I2, and I3. Apply KCL and voltage-source constraints to solve for the voltages and currents.
Nodal Analysis Examples11:26
Nodal Analysis Examples4:48
Mesh Analysis3:26
Mesh Analysis Examples4:27
Mesh Analysis Examples3:36
Mesh Analysis3:24
Mesh Analysis Examples9:32
Mesh Analysis Examples5:58
General Approach3:25
Blends nodal and mesh analyses in a general, inspection-based approach for faster circuit solutions. Develop intuition by solving many circuits, selecting a ground node, and marking target variables.
General Approach Examples3:53
General Approach Examples6:40
General Approach Examples5:08
Label the nodes and currents, apply a nodal approach with conductances, and write the node equations. Solve to find the voltage V as 0.37 volts across the four conductances.
General Approach Examples4:39
General Approach Examples11:08
General Approach Examples4:50
Apply a general circuit-analysis approach: define ground, label v and v_x, then solve two node equations after combining two resistors in series to five to find the current-source voltage.
General Approach Examples4:47
General Approach Examples7:46
General Approach Examples5:14
General Approach Examples11:34

Linearity Property3:40
Linearity Property Examples8:47
Linearity Property Examples4:28
Superposition1:54
Apply the superposition theorem to solve linear circuits with multiple independent sources by turning off each source, computing its contribution, and summing the results while keeping dependent sources intact.
Superposition Examples7:36
Solve circuits with the superposition theorem by turning off sources, compute V1 via voltage division and V2 via current division, then sum to get V.
Superposition Examples16:11
Superposition Examples8:25
Superposition Examples4:15
Source Transformation1:21
Explore source transformation to simplify circuits by converting a voltage source in series with a transistor or a current source in parallel with a resistor.
Source Transformation Examples6:45
Source Transformation Examples7:03

Requirements

Mathematics Skills
Knowledge of Differential Equation and Calculus is helpful

Description

This is an academic approach for the circuit theory course

we would be making new topics and adding lectures as we go per student recommendation on quarterly base.

Description:

Circuit Theory is the most fundamental course in electrical engineering. what is covered In this course is a complete introduction to what electric circuits are, from the simplest one of the to some of the most complex circuits, introducing the most basic circuit elements and how their behavior is, what the governing rules in electric circuits are, how they can be analyzed, and after being familiar with the fundamentals about electric circuits, the student will be exposed to the analysis of electric circuits under sinusoidal inputs and sources. Tenex course on electrical circuits, is electrical circuits 2, Which deeply illustrates the circuit topology, will cover an introduction to transformers, and it’s main focus in general is analyzing circuits infrequency domain.Requirements:A rather firm understanding about basic physics, being familiar with differential equations, being familiar with complex numbers. Target audience: Most engineering major students, including Electrical, Chemical, Mechanical, computer and Material engineering major students. Students of physics. Young engineers who want to cement their knowledge about electriccircuits.Basically everyone looking to be familiar with analyzing electric circuits

Topics which will be discussed in this course is the academic aspect of Electrical Engineering Circuit Theory and we will be going over what you learn at the early years of Electrical Engineering Undergraduate at any school on Circuit Analysis through concentrating mainly on examples rather than long lectures.

We would be teaching briefly the below topics and then would be solving as much as examples and problems possible on each topic to make sure you are an expert in the topic

Current and Charge

Ohm's law

Nodes, Branches and loops

Kirchhoff's Current Law (KCL)

Kirchhoff's Voltage Law (KVL)

Series resistors and voltage division

Parallel resistors and current division

Equivalent resistance- current and voltage division examples

wye-delta transformations

wye-delta transformations examples

Who this course is for:

Electrical Engineers
Engineering Students
Electrical Technicians
Tech Enthusiasts
Electrical Engineering Students
Electrical Engineering Enthusiasts

Introduction to Circuit Theory - Electrical Engineering

What you'll learn

Explore related topics

Course content

Chapter 111 lectures • 34min

Chapter 240 lectures • 3hr 53min

Chapter 327 lectures • 2hr 48min

Chapter 411 lectures • 1hr 10min

Requirements

Description

Who this course is for: