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Signal Processing and Control Systems.
The aim of this book is the study of signals and deterministic systems, linear, time-invariant, finite dimensions and causal. A set of useful tools is selected for the automatic and signal processing and methods of representation of dynamic linear systems are exposed, and analysis of their behavior....
| Clasificación: | Libro Electrónico |
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| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Somerset :
John Wiley & Sons, Incorporated,
2016.
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| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Table of Contents; Title; Copyright; Preface; 1 Introduction, Generalities, Definitions of Systems; 1.1. Introduction; 1.2. Signals and communication systems; 1.3. Signals and systems representation; 1.4. Convolution and composition products
- notions of filtering; 1.5. Transmission systems and filters; 1.6. Deterministic signals
- random signals
- analog signals; 1.7. Comprehension and application exercises; 2 Transforms: Time
- Frequency
- Scale; 2.1. Fourier series applied to periodic functions; 2.2. FT applied to non-periodic functions; 2.3. Necessary conditions for the Fourier integral.
- 2.4. FT properties2.5. Fourier series and FT; 2.6. Elementary signals and their transforms; 2.7. Laplace transform; 2.8. FT and LT; 2.9. Application exercises; 3 Spectral Study of Signals; 3.1. Power and signals energy; 3.2. Autocorrelation and intercorrelation; 3.3. Mathematical application of the correlation and autocorrelation functions; 3.4. A few application exercises; 4 Representation of Discrete (Sampled) Systems; 4.1. Shannon and sampling, discretization methods, interpolation, sample and hold circuits; 4.2. Z-transform
- representation of discrete (sampled) systems.
- 4.3. A few application exercises5 Representation of Signals and Systems; 5.1. Introduction to modeling; 5.2. Representation using system state equations; 5.3. Transfer functions; 5.4. Change in representation and canonical forms; 5.5. Some application exercises; 6 Dynamic Responses and System Performance; 6.1. Introduction to linear time-invariant systems; 6.2. Transition matrix of an LTI system; 6.3. Evolution equation of an LTI system; 6.4. Time response to the excitation of continuous linear systems; 6.5. Sampling and discretization of continuous systems; 6.6. Some temporal responses.
- 6.7. Transfer function frequency responses6.8. Parametric identification; 6.9. Dynamics of linear systems; 6.10. System performance and accuracy; 6.11. Some application exercises; 7 System Stability and Robustness Analysis Methods; 7.1. Introduction; 7.2. Definitions related with the stability of a dynamic system; 7.3. Stability criteria; 7.4. Some application exercises; Bibliography; Index; End User License Agreement.