| Titre : | Circuit Simulation | | Type de document : | texte imprimé | | Auteurs : | Farid N. Najm, Auteur | | Editeur : | Hoboken,New jersey : John Wiley & Sons, Inc | | Année de publication : | 2010 | | Importance : | 318 p. | | Présentation : | couv. ill. en coul., ill. | | Format : | 23,5 cm. | | ISBN/ISSN/EAN : | 978-0-470-53871-5 | | Langues : | Anglais (eng) | | Catégories : | AUTOMATISME
| | Index. décimale : | 25-04 Théorie des systèmes:systèmes asservis | | Résumé : | Circuit Simulation gives a clear description of the numerical techniques and algorithms that are part of modern circuit simulators, with a focus on the most commonly used simulation modes: DC analysis and transient analysis. Tested in a graduate course on circuit simulation at the University of Toronto, this unique text provides the reader with sufficient detail and mathematical rigor to write his/her own basic circuit simulator. There is detailed coverage throughout of the mathematical and numerical techniques that are the basis for the various simulation topics, which facilitates a complete understanding of practical simulation techniques. In addition, Circuit Simulation:
-Explores a number of modern techniques from numerical analysis that are not synthesized anywhere else
-Covers network equation formulation in detail, with an emphasis on modified nodal analysis
-Gives a comprehensive treatment of the most relevant aspects of linear and nonlinear system solution techniques
-States all theorems without proof in order to maintain the focus on the end-goal of providing coverage of practical simulation methods
-Provides ample references for further study
-Enables newcomers to circuit simulation to understand the material in a concrete and holistic manner
With problem sets and computer projects at the end of every chapter, Circuit Simulation is ideally suited for a graduate course on this topic. It is also a practical reference for design engineers and computer-aided design practitioners, as well as researchers and developers in both industry and academia. | | Note de contenu : | Table of contents
1 Introduction
1.1 Device Equations
1.2 Equation Formulation
1.3 Solution Techniques
1.4 Circuit Simulation Flow
2 Network Equations
2.1 Elements and Networks
2.2 Topological Constraints
2.3 Cycle Space and Bond Space
2.4 Formulation of Linear Algebraic Equations
2.5 Formulation of Linear Dynamic Equations
3 Solution of Linear Algebraic Circuit Equations
3.1 Direct Methods
3.2 Accuracy and Stability of GE
3.3 Indirect/Iterative Methods
3.4 Partitioning Techniques
3.5 Sparse Matrix Techniques
4 Solution of Nonlinear Algebraic Circuit Equations
4.1 Nonlinear Network Equations
4.2 Solution Techniques
4.3 Application to Circuit Simulation
4.4 Quasi-Newton Methods in Simulation
5 Solution of Differential Circuit Equations
5.1 Differential Network Equations
5.2 ODE Solution Techniques
5.3 Accuracy of LMS Methods
5.4 Stability of LMS Methods
5.5 Trapezoidal Ringing
5.6 Variable Time-Step Methods
5.7 Application to Circuit Simulation
Index |
Circuit Simulation [texte imprimé] / Farid N. Najm, Auteur . - Hoboken,New jersey : John Wiley & Sons, Inc, 2010 . - 318 p. : couv. ill. en coul., ill. ; 23,5 cm. ISBN : 978-0-470-53871-5 Langues : Anglais ( eng) | Catégories : | AUTOMATISME
| | Index. décimale : | 25-04 Théorie des systèmes:systèmes asservis | | Résumé : | Circuit Simulation gives a clear description of the numerical techniques and algorithms that are part of modern circuit simulators, with a focus on the most commonly used simulation modes: DC analysis and transient analysis. Tested in a graduate course on circuit simulation at the University of Toronto, this unique text provides the reader with sufficient detail and mathematical rigor to write his/her own basic circuit simulator. There is detailed coverage throughout of the mathematical and numerical techniques that are the basis for the various simulation topics, which facilitates a complete understanding of practical simulation techniques. In addition, Circuit Simulation:
-Explores a number of modern techniques from numerical analysis that are not synthesized anywhere else
-Covers network equation formulation in detail, with an emphasis on modified nodal analysis
-Gives a comprehensive treatment of the most relevant aspects of linear and nonlinear system solution techniques
-States all theorems without proof in order to maintain the focus on the end-goal of providing coverage of practical simulation methods
-Provides ample references for further study
-Enables newcomers to circuit simulation to understand the material in a concrete and holistic manner
With problem sets and computer projects at the end of every chapter, Circuit Simulation is ideally suited for a graduate course on this topic. It is also a practical reference for design engineers and computer-aided design practitioners, as well as researchers and developers in both industry and academia. | | Note de contenu : | Table of contents
1 Introduction
1.1 Device Equations
1.2 Equation Formulation
1.3 Solution Techniques
1.4 Circuit Simulation Flow
2 Network Equations
2.1 Elements and Networks
2.2 Topological Constraints
2.3 Cycle Space and Bond Space
2.4 Formulation of Linear Algebraic Equations
2.5 Formulation of Linear Dynamic Equations
3 Solution of Linear Algebraic Circuit Equations
3.1 Direct Methods
3.2 Accuracy and Stability of GE
3.3 Indirect/Iterative Methods
3.4 Partitioning Techniques
3.5 Sparse Matrix Techniques
4 Solution of Nonlinear Algebraic Circuit Equations
4.1 Nonlinear Network Equations
4.2 Solution Techniques
4.3 Application to Circuit Simulation
4.4 Quasi-Newton Methods in Simulation
5 Solution of Differential Circuit Equations
5.1 Differential Network Equations
5.2 ODE Solution Techniques
5.3 Accuracy of LMS Methods
5.4 Stability of LMS Methods
5.5 Trapezoidal Ringing
5.6 Variable Time-Step Methods
5.7 Application to Circuit Simulation
Index |
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