Fundamentals of Electronics 2 : Continuous-Time Signals and Systems.

Cover -- Half-Title Page -- Title Page -- Copyright Page -- Contents -- Preface -- Introduction -- 1. Continuous-time Systems: General Properties, Feedback, Stability, Oscillators -- 1.1. Representation of continuous time signals -- 1.1.1. Sinusoidal signals -- 1.1.2. Periodic signals -- 1.1.3. Non-periodic real signals and Fourier transforms -- 1.2. Representations of linear and stationary systems and circuits built with localized elements -- 1.2.1. Representation using ordinary differential equation -- 1.2.2. Periodic permanent conditions and harmonic conditions -- 1.2.3. Unilateral Laplace transform of causal systems and study of the various regimes -- 1.3. Negative feedback -- 1.3.1. Inversion of a transfer function -- 1.3.2. Linearization of a nonlinear system -- 1.3.3. Gain-bandwidth product for first-order low-pass systems -- 1.3.4. Simultaneous negative and positive feedback -- 1.4. Study of system stability -- 1.4.1. Time response: pole mapping -- 1.4.2. Nyquist criterion in general case -- 1.4.3. Stability of looped systems assumed stable in open loop: Nyquist and Bode criteria -- 1.4.4. Stability of linear and nonlinear networks of any order, analyzed from state variables -- 1.5. State space form -- 1.6. Oscillators and unstable systems -- 1.6.1. Sinusoidal oscillators -- 1.6.2. Relaxation oscillators using a nonlinear dipole and other resonant circuit oscillators -- 1.6.3. General case of systems comprising a nonlinear dipole and study of oscillation in phase space -- 1.7. Exercises -- 1.7.1. Response and stability of an operational amplifier not compensated until unity gain and loaded by a capacitor -- 1.7.2. Active filters built with operational amplifiers -- 1.7.3. Study of a looped system and its stability: sample and hold circuit -- 1.7.4. Study of a Colpitts oscillator built with a JFET.

1.7.5. Study of a system in state-space form -- 2. Continuous-time Linear Systems: Quadripoles, Filtering and Filter Synthesis -- 2.1. Quadripoles or two-port networks -- 2.1.1. Quadripoles deduced from dynamic circuits -- 2.1.2. Quadripoles and transfer matrices -- 2.1.3. Modification of the parameters of the quadripoles using negative feedback -- 2.1.4. Passive quadripoles -- 2.1.5. Dipole impedances and admittances -- iterative impedance -- 2.1.6. Scattering matrix (or s-matrix) and transfer matrix -- 2.1.7. Powers in quadripoles and matching -- 2.1.8. Image-impedances and image-matching -- 2.1.9. Representation of quadripoles by block diagrams -- 2.2. Analog filters -- 2.2.1. Definition and impulse response -- 2.2.2. Properties of real, causal and stable filters -- 2.3. Synthesis of analog active filters using operational amplifiers -- 2.3.1. Cascading second-order cell filters -- 2.3.2. Multiple feedback loop cell -- 2.4. Non-dissipative filters synthesis methods -- 2.4.1. Synthesis based on effective parameters -- 2.4.2. Synthesis based on image parameters -- 2.4.3. Filter sensitivity and Orchard's argument -- 2.5. Exercises -- 2.5.1. Impedance matching by means of passive two-port networks -- application to class B push-pull power RF amplifier with MOS transistors -- 2.5.2. Passive low-pass filtering of an ideal voltage source by a two-port network built with an LC ladder (single-ended ladder filter) -- 2.5.3. Dual-ended passive filter, synthesized by the image-impedance method -- 2.5.4. Lattice filter -- Appendix: Notions of Distribution and Operating Properties -- A.1. Dirac distribution or Dirac impulse δa or δ(x − a) -- A.2. Derivation of a distribution and derivation of discontinuous functions -- A.3. Laplace transform of distributions -- A.4. Distribution in principal value p.v. (1/x) following Cauchy's definition.

A.5. Solving equations with discontinuous functions derivatives -- Bibliography -- Index -- Other titles from iSTE in Electronics Engineering -- EULA.

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