Lectures in course EE-105: Electrical engineering science and technology (Spring)

Covers the organization, schedule, and evaluation methods of the course.

Explores the fundamental concepts and historical development of electricity.

Explores ideal sources, circuit elements, and circuit analysis in electric circuits.

Covers physical quantities, units, symbols, SI fundamental units, and graphical representation of electrical components.

Introduces Ohm's law, energy conservation, and Kirchhoff's laws for electrical circuits.

Explores electric charges, conductors, insulators, semiconductors, and electric currents, including their measurement and direction.

Covers the Kirchhoff law for meshes and its application in solving circuits.

Explores circuit reorganization, series elements, equivalent circuits, and voltage dividers for better connectivity understanding.

Involves a quiz on calculating electron drift velocity and count in a conductor.

Covers the fundamental properties of parallel circuits and the concept of equivalent resistance.

Introduces Coulomb's law, electric fields, potential, and voltage in electricity fundamentals.

Covers the fundamentals of electricity, including resistivity, Ohm's law, and conductivity.

Explores electrical circuits, emphasizing reductions to simplify complex circuits into more manageable forms.

Covers the laws of Kirchhoff, current and voltage dividers, and circuit simplifications.

Introduces Ohm's Law, resistance measurement, and conductance in electrical circuits.

Explores work and power in electricity, charge flow, power calculation, and energy transformations in electrical devices.

Covers the diagram-solving method, reducing complexity, and mesh analysis for circuit simplification and solution.

Covers the process of writing circuit equations in matrix form and solving for currents using the inversion method.

Explores circuit analysis using Thevenin's theorem to simplify complex circuits into equivalent ones with a single source and resistor.

Covers the analysis of linear electrical networks using Norton's and Thévenin's theorems to simplify complex circuits.