Lectures
- 1. Introduction; Transducers
- 2. Signals and Systems
- 3. Fourier Transform
- 4. Sampling and Aliasing
- 5. KVL and KCL Analysis
- 6. Nodal Mesh Analysis
- 7. Superposition Method
- 8. Norton Equivalent Circuits
- 9. Dependent Sources
- 11. Dependent Sources II
- 12. Capacitors and Inductors
- 13. Impedance Method
- 14. Sinusoidal Steady State
- 15. Sinusoidal Steady State with Impedance Method
- 16. Frequency Response
- 17. Filters and Q Factor
- 18. Transient Response of Circuits
- 20. Transient Response of First Order Circuits
- 21. Transient Response of Second Order Circuits
- 22. Circuits with Non-linear Elements
- 23. Diode Circuits
- 24. Bipolar Junction Transistors
- 25. Bipolar Junction Transistors II
- 26. Bipolar Junction Transistors III
- 28. Operational Amplifiers
- 29. Fundamental Amplifier Circuits
- 30. Active Filters
- 33. Positive Feedback
- 37. Digital Circuits
- 38. Digital Circuits II
Introduction to Electronics, Signals, and Measurement - Lecture 14
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Lecture 14 - Sinusoidal Steady State
Sinusoidal Steady State; Differential Equation Method
Prof. Manos Chaniotakis, Prof. Ian Hutchinson
6.071J / 22.071J Introduction to Electronics, Signals, and Measurement, Spring 2006 (Massachusetts Institute of Technology: MIT OpenCourseWare) http://ocw.mit.edu Date accessed: 2009-09-11 License: Creative Commons BY-NC-SA |
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