Sinopsis
This chapter begins with a discussion of elementary signals that may be applied to electric networks. The unit step, unit ramp, and delta functions are then introduced. The sampling and sifting properties of the delta function are defined and derived. Several examples for expressing a variety of waveforms in terms of these elementary signals are provided. Throughout this text, a left justified horizontal bar will denote the beginning of an example, and a right justified horizontal bar will denote the end of the example. These bars will not be shown whenever an example begins at the top of a page or at the bottom of a page. Also, when one example follows immediately after a previous example, the right justified bar will be omitted.
Content
- Elementary Signals
- The Laplace Transformation
- The Inverse Laplace Transform
- Circuit Analysis with Laplace Transforms
- State Variables and State Equations
- The Impulse Response and Convolution
- Fourier Series
- The Fourier Transform
- Discrete−Time Systems and the Z Transform
- The DFT and the FFT Algorithm
- Analog and Digital Filters
- Introduction to MATLAB
- Introduction to Simulink
- A Review of Complex Numbers
- Matrices and Determinants
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