
Explore dc network analysis by examining dc circuits and key parameters such as current, voltage, power, resistance, inductance, and capacitance. Apply mesh and nodal analysis to planar networks.
Explore the basics of electrical engineering, from atomic structure and charge to current, voltage, resistance, and Ohm's law, and learn to analyze parallel resistor networks and current division.
This lecture demonstrates nodal analysis with a current source, assigns node voltages, writes and solves the node equations, and determines voltage drops across network elements.
Explore the star-delta transformation and compare star and delta connections, showing how transforming delta to star simplifies circuit analysis in dc network analysis.
Learn to simplify complex resistor networks using delta-to-star transformation, derive R1, R2, R3 formulas, and compute the total resistance between points A and B.
Section 111- Model Questions
Please solve the model questions
Apply Thevenin's theorem to replace a network with an equivalent voltage source in series with resistance, determine open-circuit voltage, deactivate sources, compute Thevenin resistance, and evaluate load current and power.
explains the second part of Norton's theorem and demonstrates using mesh and nodal analysis to find the Norton current and equivalent resistance by shorting sources and deactivating independent sources.
Apply Millman's theorem to replace parallel sources with an equivalent voltage source and resistance using conductances. Transform current sources to voltage sources as needed to determine the load current.
Explore Tellegen's theorem and its applicability to any network, regardless of linearity or time variation, by computing branch voltages and currents and summing their products to show zero total power.
Electrical circuits are the foundation of many modern technologies, and understanding how they work is essential for anyone pursuing a career in engineering or applied sciences. Circuits are broadly classified into two types: AC (Alternating Current) and DC (Direct Current). This course focuses on DC circuit analysis, using fundamental and intuitive methods that every aspiring electrical engineer must know—Kirchhoff’s Voltage Law (KVL), Kirchhoff’s Current Law (KCL), mesh analysis, nodal analysis, and key network theorems.
In a typical DC circuit, a power source drives current through conductors and loads like resistors. To analyze such circuits efficiently, one must grasp basic electrical concepts and parameters. This course provides a step-by-step guide through these essential tools, beginning with Kirchhoff’s Laws, which form the basis of all circuit analysis. From there, you will explore mesh analysis—ideal when circuits contain more voltage sources—and nodal analysis, which becomes powerful when dealing with multiple current sources.
A key takeaway from this course is the practical value of circuit theorems like Thevenin’s and Norton’s. These simplify complex networks into manageable equivalents, enabling you to solve for specific voltages, currents, or power in parts of a circuit—without analyzing the entire system. This is especially useful in real-world scenarios where time and efficiency matter.
This course is not only about solving problems; it's about developing the mindset to understand and simplify electrical systems. By the end, you'll be equipped with the analytical tools to tackle DC circuits with confidence and clarity.