
Learn how a capacitor stores energy with C = ε0 A / d and C = ε A / d, and energy equals 1/2 C V^2.
Explore series connections, where the same current flows through all elements, voltages divide, and series resistance and inductance sum while capacitors follow 1/C_eq = 1/C1 + 1/C2.
Transform star-connected and delta-connected networks using source transformations; analyze open- and short-circuit cases, apply current division, and derive equivalent resistances.
Master mesh analysis for planar electrical networks by forming mesh currents, applying Ohm's law, and solving the resulting simultaneous equations; learn about loops versus meshes and supermesh handling.
Apply nodal analysis to solve electrical networks by using Kirchhoff's current law at nodes. Derive node voltages and branch currents, and determine the inductor voltage from the governing equations.
Explore numerical network solving with loop and node analysis, applying Kirchhoff's laws to find voltages and currents, model incandescent lamps as resistors, and compare series and parallel brightness.
Explore nodal analysis and source transformation to simplify parallel networks into a single node and solve voltages and currents in electrical circuits for VLSI interview and GATE prep.
Explore linear circuits and the principle of superposition, verifying homogeneity with scaling and applying it to independent and dependent sources in network analyses.
Master the superposition theorem for linear circuits, including homogeneity, zeroing independent sources, preserving dependent sources, and calculating currents and voltages across branches in resistors, inductors, capacitors, and transformers.
Apply the maximum power transfer theorem by computing Thevenin and Norton equivalents, find R_th and I_N, and determine the load resistance for peak power delivery.
Apply Tellengen's theorem to a lumped electrical network and understand conservation of power, where the algebraic sum of power across all elements equals zero.
This Course is MUST for Electrical, Electronics and Instrumentation engineers who aspire to start their career in VLSI industry or in Electrical public / private sector companies . It teaches fundamental concepts of Electrical circuits such as charge, voltage and current and basic network solving techniques and Network Theorems which are foundations of Electrical, Electronics and Instrumentation Engineering. This course will help you to prepare for Competitive Exams such as GATE / PSU as well as for College exams. All the video lectures are prepared by Electrical Industry experts so that students get exposure to industry perspective as well.
These concepts In this course will provide good understanding of Electrical circuit behavior. Hence understanding of these concepts are necessary for all Electrical, Electronics and Instrumentation Engineers. It's self-paced online Basic Electrical Circuit Analysis course where every concept has been explained with examples. This course will make you ready to plunge into other Subjects of Electrical, Electronics and Instrumentation domains.
This course will cover all important concepts of the Kirchhoff’s Laws, behavior of R-L-C (Resistor, Inductor, Capacitor) elements, Classification of two terminal elements ( active / passive, unilateral / bilateral ), classification of sources, nodal analysis and mesh analysis, Superposition principle, Thevenin’s & Norton’s Theorem, Maximum power transfer and Reciprocity principles.
In this course, every problem solving example has been selected carefully so that you can solve similar problems in interviews and Competitive Exams such as GATE/PSU.