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Discover the hidden secrets of circuit analysis and unlock your engineering potential.

What you will learn

Not only learn HOW but also learn WHY in circuit analysis .

Concepts required to analyze and design circuits, as well as a better understanding of the basics.

Historical context of fundamental concepts in circuit analysis and their evolution over time.

Core concept of phasors and how they can be used to analyze and solve a wide range of electrical engineering problems.

Strong foundation for further study in other areas, e.g. signals and systems, comm. systems, RF transceivers, power systems, etc.

Description

At the heart of every great engineer lies a strong foundation in the fundamentals.

  • Do you feel like you’re missing something fundamental?
  • Are you struggling to understand the core concepts of electrical engineering?
  • Do you feel overwhelmed by the vast amount of knowledge available, and wish you had a key to unlock the door of understanding?

Look no further than “Mastering the Art of Circuit Analysis” – The first course in The Tao of Phasor Series.

This course is not just about analyzing circuits with phasors:

  • With high-quality content, insightful lessons and engaging storytelling, you’ll gain a deep understanding of the fundamental principles that underpin all of electrical engineering.
  • Our focus is not just on the HOW, but also on the WHY and the evolution of analytical methods in this field.
  • You’ll discover that phasors are not just a mathematical tool, but a KEY to unlock the secrets of electrical engineering.

By the end of this course:


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  • You’ll learn how to harness the vast knowledge in this field and apply it to your career.
  • You’ll learn how to master this field and develop the skills that will set you apart from your peers.
  • You’ll have a solid foundation that will impact your entire electrical engineering career.
  • You’ll be well on your way to becoming a confident and successful engineer.

Join us on this journey and discover the joy of understanding the Tao of electrical engineering!

Course Highlights:

Don’t overlook this seemingly boring agenda. I am not using a conventional teaching style, but explaining how the circuit analysis approach is built up. This may solve many of the “WHYs” in your mind.

  • Basic Laws and Methods, Ohm
  • Kirchhoff Current and Voltage Laws, Kirchhoff
  • Nodal Voltage and Mesh Current Analysis
  • History of Electricity
  • RC and RL Circuits, 1st-order Differential Equation, 1st-order Circuit Response
  • General Solution for 1st-order Differential Equation, Examples
  • Reason to Study RLC Circuits
  • Kelvin, Ruhmkorff Coil
  • RLC Circuit Analysis, Maxwell, and Hertz
  • 2nd-order Differential Equation, Natural Response
  • Derivatives, Newton, Leibniz, Lagrange, and Arbogast
  • Heaviside & Heaviside’s Trick
  • Characteristic Equation and Natural Responses
  • Undamped, Underdamped, Critically Damped and Overdamped
  • Discriminant and Damping Ratio
  • Simple Spring System and Pendulum System
  • Zero-state Response Examples, Complete Response Example
  • Revisit 1st-order Case
  • Sinusoidal Properties, Formula of Power Calculations, Magnitude vs. Amplitude
  • Sinusoidal Excitation Analysis (Time-domain)
  • Coordinate Systems and Descartes
  • Complex Plane and Gauss
  • Complex Numbers, Complex Plane and Sinusoidal Wave
  • Complex Excitation Analysis (Time-domain), Phasor Excitation Analysis (Frequency-domain)
  • Phasor Plane and Its Base Function
  • Sinusoidal Waves Synthesis
  • Phase Noise: The Leeson’s Model
  • Phasors Everywhere
  • Impedance and Admittance, Kirchhoff’s Laws
  • Mr. Bigs, Steinmetz
  • Challenges and Silver Lining, The Paper, and Carson
  • The Beauty of Phasor
English
language

Content

Course Overview

Welcome
Overview

Basic Circuit Laws

Basic Laws and Methods
Ohm
Kirchhoff Current and Voltage Laws
Kirchhoff
Nodal Voltage and Mesh Current Analysis

History

History of Electricity

First-order Circuits

RC and RL Circuits
1st-order Differential Equation
1st-order Circuit Response
General Solution for 1st-order Differential Equation
Examples

Sencond-order Circuits

Reason to Study RLC Circuits
Kelvin
Ruhmkorff Coil
RLC Circuit Analysis
Maxwell
Hertz
2nd-order Differential Equation
Natural Response
Derivatives
Newton
Leibniz
Lagrange
Arbogast
Heaviside’s Trick
Heaviside
Characteristic Equation and Natural Responses
Undamped
Underdamped
Critically Damped and Overdamped
Discriminant
Damping Ratio
Examples
Simple Spring System
Simple Pendulum System
Zero-state Response Examples
Complete Response Example
Revisit 1st-order Case

Sinusoidal & Complex Excitations

Sinusoidal Properties
Formula of Power Calculations
Magnitude vs. Amplitude
Sinusoidal Excitation Analysis (Time-domain)
Coordinate Systems
Descartes
Complex Plane
Gauss
Complex Numbers
Complex Plane and Sinusoidal Wave
Complex Excitation Analysis (Time-domain)

Phasor Analysis

Phasor Excitation Analysis (Frequency-domain)
Phasor Plane and Its Base Function
Sinusoidal Waves Synthesis
Phase Noise: The Leeson’s Model
Phasors Everywhere
Impedance and Admittance
Kirchhoff’s Laws
From Differential to Algebraic Equations

The Story of Phasor

Mr. Bigs
Steinmetz
Challenges and Silver Lining
The Paper
Carson

Summary & BONUS

The Beauty of Phasor
Bonus