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Impedance: RL, RC, RLC Circuits
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Related lectures (56)
Thevenin and Norton Theorems
Covers Thevenin and Norton theorems for simplifying complex circuits into equivalent ones.
Thevenin and Norton Theorems
Covers the Thevenin and Norton theorems for simplifying complex circuits into equivalent sources and internal resistances.
Series RL Circuit: Voltage Jump Analysis
MOOC: Electrical engineering II
Covers the analysis of voltage jumps across a series RL circuit when switching on a sinusoidal voltage source.
Electroacoustics: Electrical Systems
Covers fundamental concepts of electrical systems, including components, circuits, complex notations, quadrupoles, impedance, RLC circuits, and transformers.
AC Circuits: Complex Impedance Analysis
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Covers the analysis of AC circuits, focusing on complex impedance and phase differences between current and voltage.
Circuit Analysis: Thevenin and Norton Theorems
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Explores circuit analysis using Thevenin and Norton theorems to simplify complex circuits for analysis.
Basic Concepts: Electric Circuits
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Introduces the fundamental concepts of electric circuits, including basic elements and Kirchhoff's laws.
Impedance and Voltage Divider
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Covers voltage divider, internal impedance, phase shift, and parallel circuits in sinusoidal steady state.
Kirchhoff's Laws and DC Circuits
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Explores Kirchhoff's laws in DC circuits, resistor analysis, and capacitor behavior.
Thévenin-Norton Theorems
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Explains the Thévenin and Norton theorems for simplifying electrical circuits with equivalent sources and impedances.
Linear Passive Circuits: Thevenin and Norton Theorems
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Explains Thevenin's and Norton's theorems, superposition principle, dividers, and RC circuits.
AC Circuits Analysis: Impedance and Admittance
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Explores AC circuits analysis, focusing on impedance, admittance, phasors, and sinusoidal quantities.
Step Response of RLC Circuits and Quadrupoles
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Analyzes the step response of RLC circuits and introduces the concept of quadrupoles.
Analysis of Circuits with Dependent Sources
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Explores the analysis of circuits with dependent sources, node-voltage analysis, Thévenin equivalent circuits, and OPAMP fundamentals.
Analysis of an RLC circuit: Damped Oscillator with Forced Excitation
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Explores the analysis of RLC circuits with AC emf, focusing on damped oscillators and resonant behavior.
Circuit Analysis: Thevenin's Theorem
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Explores circuit analysis using Thevenin's theorem to simplify complex circuits into equivalent ones with a single source and resistor.
Fundamental Theorems: Linear Circuits
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Covers fundamental theorems in linear circuits, including superposition and source conversion.
S-Domain Circuit Analysis: Part 2
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Delves into s-domain circuit analysis, covering theorems, analysis methods, and stability concepts.
Electric Circuits: Ideal Sources and Circuit Elements
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Explores ideal sources, circuit elements, and circuit analysis in electric circuits.
Laplace Transforms: Circuit Analysis
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Explores Laplace transforms in circuit analysis, emphasizing pole-zero diagrams and s-domain concepts.
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