Signals, Systems, and Society by Carlos E. Davila - HTML preview
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Signals, Systems, and Society
Table of Contents
- Chapter 1. Introduction to Continuous-Time Signals
- Chapter 2. Fourier Series of Periodic Signals
- Chapter 3. The Fourier Transform
- 3.1. Derivation of the Fourier Transform
- 3.2. Properties of the Fourier Transform
- 3.3. Symmetry Properties of the Fourier Transform
- 3.4. The Unit Impulse Function
- 3.5. The Unit Step Function
- 3.6. Fourier Transform of Common Signals
- 3.7. Fourier Transform of Periodic Signals
- 3.8. Filters
- 3.9. Properties of Convolution Integrals
- 3.10. Evaluation of Convolution Integrals
- 3.11. Frequency Response
- 3.12. The Sinusoidal Steady State Response
- 3.13. Parallel and Cascaded Filters
- 3.14. First Order Filters
- 3.15. Parseval's Theorem for the Fourier Transform
- 3.16. The Fourier Transform: Excercises
- Chapter 4. The Laplace Transform
- 4.1. The Laplace Transform: Introduction
- 4.2. Properties of the Laplace Transform
- 4.3. Laplace Transforms of Common Signals
- 4.4. Finding the Inverse Laplace Transform
- 4.5. Transfer Functions and Frequency Response
- 4.6. Stability
- 4.7. Second-Order Filters
- 4.8. Bode Plots
- 4.9. The Laplace Transform: Excercises
- Appendix A. References for Signals, Systems, and Society
- Index