This comprehensive Electrical Engineering Program provides a complete beginner-to-advanced learning pathway in electric circuit analysis, the foundational discipline underlying electrical, power, elec...
This comprehensive Electrical Engineering Program provides a complete beginner-to-advanced learning pathway in electric circuit analysis, the foundational discipline underlying electrical, power, electronics, control, and computer engineering.
Designed for absolute beginners with no prior background, the program begins with fundamental electrical concepts and progressively develops the analytical tools required to understand and design complex electrical circuits.
The program starts with the core principles of electricity, including:
Electric charge
Electric current
Voltage
Power and energy
SI units used in electrical engineering
Basic circuit elements
Direct Current (DC) vs. Alternating Current (AC)
Independent and dependent sources
Power balance in circuits
Students then learn the fundamental laws governing DC circuits:
Ohm’s Law
Kirchhoff’s Current Law (KCL)
Kirchhoff’s Voltage Law (KVL)
Series and parallel circuit reduction
Voltage divider and current divider rules
Star–Delta (Δ–Y) transformations
Nodal analysis and supernodes
Practical applications such as lighting systems
The course introduces powerful analytical theorems used in circuit simplification:
Linearity theorem
Superposition theorem
Source transformation
Thevenin’s theorem (including dependent sources)
Norton’s theorem
Maximum power transfer theorem
Students explore the behavior and applications of reactive components:
Capacitors and inductors
Voltage–current relationships
Energy storage principles
Series and parallel combinations
A detailed study of operational amplifiers includes:
Ideal vs. practical operational amplifiers
Inverting and non-inverting amplifiers
Summing and difference amplifiers
Integrators and differentiators
Digital-to-Analog Converters (DACs)
Instrumentation amplifiers
AC operational amplifier circuits
Dynamic circuit behavior is studied through transient response analysis in:
RL circuits
RC circuits
RLC circuits
First-order and second-order circuits
The program transitions to AC analysis using advanced mathematical tools:
Phasors and complex numbers
Impedance and admittance
Voltage–current relationships in AC circuits
Application of circuit theorems in AC
Mesh and nodal analysis in AC systems
Use of Cramer’s Rule for solving circuit equations
Students develop a strong understanding of power in AC circuits:
RMS values
Instantaneous and average power
Apparent, active, and reactive power
Power factor and complex power
Power triangle relationships
Effects of low power factor
Power factor correction using capacitors
A detailed study of three-phase power systems includes:
Balanced three-phase supplies
Star (Y) and Delta (Δ) connections
Line and phase quantities
Unbalanced loads
Three-phase power calculations
System losses and efficiency
Power factor improvement
The course concludes with resonance phenomena in electrical networks:
Series and parallel resonance
Resonant frequency
Bandwidth and quality factor (Q-factor)
Half-power frequencies
Practical applications of resonance
Limitations and drawbacks
Through extensive solved examples, analytical techniques, and real-world applications, this program equips learners with the ability to analyze, interpret, and design electrical circuits from fundamental principles to advanced engineering applications. It prepares students for careers in electrical engineering, power systems, electronics, control engineering, and related technical fields.