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| Analog Signals and Systems the Scope and Study Plan | |
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| Circuit Fundamentals | |
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| Voltage, Current, and Power | |
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| Kirchhoff's Voltage and Current Laws: KVL and KCL | |
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| Ideal Circuit Elements and Simple Circuit Analysis Examples | |
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| Complex Numbers | |
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| Exercises | |
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| Analysis of Linear Resistive Circuits | |
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| Resistor Combinations and Source Transformations | |
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| Node-Voltage Method | |
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| Loop-Current Method | |
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| Linearity, Superposition, and Thevenin and Norton Equivalents | |
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| Available Power and Maximum Power Transfer | |
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| Exercises | |
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| Circuits for Signal Processing | |
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| Operational Amplifiers and Signal Arithmetic | |
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| Differentiators and Integrators | |
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| Linearity, Time Invariance, and LTI Systems | |
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| First-Order RC and RL Circuits | |
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| nth-Order LTI Systems | |
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| Exercises | |
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| Phasors and Sinusoidal Steady State | |
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| Phasors, Co-Sinusoids, and Impedance | |
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| Sinusoidal Steady-State Analysis | |
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| Average and Available Power | |
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| Resonance | |
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| Exercises | |
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| Frequency Response H(�) of LTI Systems | |
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| The Frequency Response H(�) of LTI Systems | |
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| Properties of Frequency Response H(�) of LTI Circuits | |
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| LTI System Response to Co-Sinusoidal Inputs | |
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| LTI System Response to Multifrequency Inputs | |
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| Resonant and Non-Dissipative Systems | |
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| Exercises | |
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| Fourier Series and LTI System Response to Periodic Signals | |
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| Periodic Signals | |
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| Fourier Series | |
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| System Response to Periodic Inputs | |
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| Exercises | |
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| Fourier Transform and LTI System Response to Energy Signals | |
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| Fourier Transform Pairs f (t) and Their Properties | |
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| Frequency-Domain Description of Signals | |
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| LTI Circuit and System Response to Energy Signals | |
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| Exercises | |
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| Modulation and AM Radio | |
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| Fourier Transform Shift and Modulation Properties | |
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| Coherent Demodulation of AM Signals | |
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| Envelope Detection of AM Signals | |
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| Superheterodyne AM Receivers with Envelope Detection | |
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| Exercises | |
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| Convolution, Impulse, Sampling, and Reconstruction | |
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| Convolution | |
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| Impulse �(t) | |
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| Fourier Transform of Distributions and Power Signals | |
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| Sampling and Analog Signal Reconstruction | |
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| Other Uses of the Impulse | |
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| Exercises | |
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| Impulse Response, Stability, Causality, and LTIC Systems | |
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| Impulse Response h(t) and Zero-State Response f (t) | |
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| BIBO Stability | |
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| Causality and LTIC Systems | |
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| Usefulness of Noncausal System Models | |
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| Delay Lines | |
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| Exercises | |
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| Laplace Transform, Transfer Function, and LTIC System Response | |
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| Laplace Transform and its Properties | |
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| Inverse Laplace Transform and PFE | |
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| s-Domain Circuit Analysis | |
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| General Response of LTIC Circuits and Systems | |
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| LTIC System Combinations | |
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| Exercises | |
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| Analog Filters and Low-Pass Filter Design | |
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| Ideal Filters: Distortionless and Nondispersive | |
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| 1st- and 2nd-Order Filters | |
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| Low-Pass Butterworth Filter Design | |
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| Exercises | |
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| Complex Numbers and Functions | |
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| Complex Numbers as Real Number Pairs | |
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| Rectangular Form | |
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| Complex Plane, Polar and Exponential Forms | |
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| More on Complex Conjugate | |
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| Euler's Identity | |
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| Complex-Valued Functions | |
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| Functions of Complex Variables | |
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| Labs | |
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| RC-Circuits | |
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| Op-Amps | |
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| Frequency Response and Fourier Series | |
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| Fourier Transform and AM Radio | |
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| Sampling, Reconstruction, and Software Radio | |
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| Further Reading | |
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| Index | |