Part Section I: Mathematics -- chapter 1 Linear Operators and Matrices -- chapter 2 Bilinear Operators and Matricies -- chapter 3 Laplace Transformation -- chapter 4 Fourier Methods for Signal Analysis and Processing -- chapter 5 z-Transform -- chapter 6 Wavelet Transforms -- chapter 7 Graph Theory -- chapter 8 Signal Flow Graphs -- chapter 9 Theory of Two-Dimensional Hurwitz Polynomials -- chapter 10 Application of Symmetry: Two-Dimensional Polynomials, Fourier Transforms, and Filter Design -- part Section II: Circuit Elements, Devices, and Their Models -- chapter 11 Passive Circuit Elements -- chapter 12 RF Passive IC Components -- chapter 13 Circuit Elements, Modeling, and Equation Formulation -- chapter 14 Controlled Circuit Elements -- chapter 15 Bipolar Junction Transistor Amplifiers -- chapter 16 Operational Amplifiers -- chapter 17 High-Frequency Amplifiers -- part Section III: Linear Circuit Analysis -- chapter 18 Fundamental Circuit Concepts -- chapter 19 Network Laws and Theorems -- chapter 20 Terminal and Port Representations -- chapter 21 Signal FLow Graphs in Filter Analysis and Synthesis -- chapter 22 Analysis in the Frequency Domain -- chapter 23 Tableau and Modified Nodal Formulations -- chapter 24 Frequency-Domain Methods -- chapter 25 Symbolic Analysis -- chapter 26 Analysis in the Time Domain -- chapter 27 State-Variable Techniques.
0
This volume, drawn from the Circuits and Filters Handbook, focuses on mathematics basics; circuit elements, devices, and their models; and linear circuit analysis. It examines Laplace transformation, Fourier methods for signal analysis and processing, z-transform, and wavelet transforms. It also explores network laws and theorems, terminal and port represetnation, analysis in the frequency domain, and more.