Learn · Basic Electric Circuits
Lecture 24 of 60First Order and Second Order Circuits
Step Response of RC and RL Circuits
Prof. Ankush Sharma · IIT Kanpur
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- Basic Electric Circuits, IIT Kanpur (at NPTEL)
- Licence
- CC BY-NC-SA, as NPTEL states it. Non-commercial use only.
- Attribution
- NPTEL states: "Distributed under Creative Commons Attribution-ShareAlike / CC BY - NC - SA", beside a BY-NC-SA badge.
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All the lectures
- Basic Concepts
- Sinusoids and Phasors
- Circuit Element - Part 1
- Circuit Elements - Part 2
- AC Power Analysis
- RMS Voltage and Current
- Topology
- Star-Delta Transformation and Mesh Analysis
- Mesh Analysis.
- Nodal Analysis
- Linearity Property and Superposition Theorem
- Source Transformation
- Duality
- Thevenin's Theorem 1
- Thevenin's Theorem 2
- Norton's Theorem 1
- Norton's Theorem 2
- Maximum Power Transfer Theorem 1
- Maximum Power Transfer Theorem 2
- Reciprocity and Compensation Theorem
- First Order RC Circuits
- First Order RL Circuits
- Singularity Functions
- Step Response of RC and RL Circuits
- Second Order Response
- Step Response of Second Order Circuits-First Order & Second Order Circuits Continued..
- Step Response of Parallel RLC Circuit-First Order & Second Order Circuits Continued..
- Definition of the Laplace Transform
- Properties of the Laplace Transform
- Inverse Laplace Transform
- Laplace Transform of Circuit Elements
- Transfer Function
- Convolution Integral
- Graphical Approach of Convolution Integral
- Network Stability and Network Synthesis
- Impedance Parameters
- Admittance Parameters
- Hybrid Parameters
- Transmission Parameters
- Interconnection of Networks
- Nodal and Mesh Analysis
- Superposition Theorem and Source Transformation
- Thevenin's, Norton's and, Maximum Power Transfer Theorem
- Magnetically Coupled Circuits
- Energy in Coupled Circuits and Ideal Transformer
- Ideal Transformer and Introduction to Three-Phase Circuits
- Balanced Three-Phase Connections
- Balanced Wye-Delta and Delta-Delta Connections
- Balanced Delta-Wye Connection and Power in Balanced Three-Phase System
- Unbalanced Three-Phase System and Three-Phase Power Measurement
- Introduction to Graphical Models
- State Equations
- State Diagram
- State Transition Matrix
- State Variable Method to Circuit Analysis
- Characteristic Equation, Eigenvalues, and Eigenvectors-State Variable Analysis Continued...
- Modeling of Mechanical Systems
- Modeling of The Rotational Motion of Mechanical Systems
- Modeling of Electrical Systems
- Solving Analogous Systems