ELEMENTI DI ELETTRONICA

The main objectives of the course are:

- the ability to represent signals in the time and frequency domain;

- the knowledge of methods and theorems useful for the resolution of electrical networks;

- the ability to define the characteristics of linear time-invariant systems in the time and frequency domain;

- the capability to develop simple 'interactive objects', taking inputs from a variety of switches or sensors, and controlling a variety of lights, motors, and other physical outputs with an open-source physical computing platform based on a simple microcontroller board.

1. Signals, systems, transforms

1.1. Characteristics and classification of signals. Signal operations. Convolution. Correlation. Modulation. Basic and derivate signals.

1.2. Linear differential equations with constant coefficients.

1.3. Steinmetz transform.

1.4. Laplace transform. Applications to fundamental signals and derivatives. Operations on signals with the transform. Inverse. Resolution of differential equations with the transform. Poles and zeros. Development of rational functions in partial functions. Stable and unstable systems.

1.5. Trigonometric and exponential Fourier series. Representations of Bode and Nyquist.

1.6. Fourier Integral.

1.7. Fourier transform. Convolution Fourier transform. Parseval theorem. Autocorrelation function and Wiener-Kintchine theorem. From the spectrum of an impulsive signal to that of the periodic one. Spectrum of a modulated amplitude signal.

1.8. Sampled data systems. Ideal instant sampling. Ideal sampling with maintenance.

2. Circuit elements and electrical networks

2.1. Ideal and real electrical components. Active and passive bipoles. Current and voltage sources. Independent and controlled power supplies. Connections between bipoles. Double Bipoles.

2.2. Electric networks. Theorem of Thevenin, Miller, Millmann. Graphs. Kirchhoff's laws. Resolution of the electrical networks with the method of knots and meshes.

2.3. Connections between double bipoles and bipoles. Network functions. Power. Impedance adaptation.

2.4. Connection between two bipoles.


3. Signal transmission in linear systems

3.1. Impulsive response of a linear system. Convolution and deconvolution. Transmission function.

3.2. Bode and Nyquist diagrams of transmission functions. Real and complex poles and zeros.

3.3. Study of systems with a pole.

4. Components for the electronic design: sensors, led, motors, microcontrollers.

5. Development of simple projects with breadboard.

Alexander, Sadiku – Circuiti elettrici – Mc Graw Hill

Mason, Zimmermann – Electronic circuits, signals, and systems - Wiley