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Scientific Computing in Electrical Engineering SCEE 2008

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Scienti?c Computing in Electrical Engineering (SCEE) is an international c- ference series, which started as a national German mee... Weiterlesen
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Scienti?c Computing in Electrical Engineering (SCEE) is an international c- ference series, which started as a national German meeting held in Darmstadt (1997) and Berlin (1998), both under the auspices of the Deutscher Mathematiker Verein. The ?rst truly international SCEE conference was organized in 2000 in Warnemunde, Germany, by the University of Rostock. In 2002, the 4th SCEE c- ference took place in Eindhoven, The Netherlands, jointly organized by the Ei- hoven University of Technologyand Philips Research LaboratoriesEindhoven.The 5th SCEE conference was held in 2004 in Capo D'Orlando, Italy, jointly organized by Universita di Catania and Consorzio Catania Ricerche. The venue of the 6th SCEE conference was Sinaia, Romania, in 2006, organized by the Politehnica U- versity of Bucharest. The 7th International Conference on Scienti?c Computing in Electrical En- neering (SCEE 2008) was held in Espoo, Finland, from September 28 to October 3, 2008. It was organized by the Helsinki University of Technology; Faculty of Electronics, Communications and Automation; Department of Radio Science and Engineering; Circuit Theory Group. (Details on the SCEE 2008 conference are at http://radio.tkk.fi/en/conferences/scee2008/).

This book is a collection of 65 selected papers presented at the 7th International Conference on Scientific Computing in Electrical Engineering (SCEE), held in Espoo, Finland, in 2008. The aim of the SCEE 2008 conference was to bring together scientists from academia and industry, e.g. mathematicians, electrical engineers, computer scientists, and physicists, with the goal of intensive discussions on industrially relevant mathematical problems, with an emphasis on modeling and numerical simulation of electronic circuits and devices, electromagnetic fields, and coupled problems.This extensive reference work is divided into five parts: 1. Computational electromagnetics, 2. Circuit simulation, 3. Coupled problems, 4. Mathematical and computational methods, and 5. Model-order reduction. Each part starts with an general introduction followed by the actual papers.

Computational Electromagnetics.- to Part I.- Challenges and Approaches in EMC Modeling of Wireless Consumer Devices.- A New Adaptive Approach to Modeling Measured Multi-Port Scattering Parameters.- Parametric Models of Transmission Lines Based on First Order Sensitivities.- Domain Partitioning Based Parametric Models for Passive On-Chip Components.- A Novel Graphical Based Tool for Extraction of Magnetic Reluctances Between On-Chip Current Loops.- A Robust Technique for Modelling Nonlinear Lumped Elements Spanning Multiple Cells in FDTD.- Computation of Eigenmodes in Periodic Structures with Dispersive Materials.- Region-Oriented BEM Formulation for Numerical Computations of Electric Fields.- Surface Integrated Field Equations Method to Solve 3D Electromagnetic Problems.- Reduced Basis Method for Electromagnetic Field Computations.- Using Nudg++ to Solve Poisson's Equation on Unstructured Grids.- Magnetic Force Calculations Applied to Magnetic Force Microscopy.- Relativistic High Order Particle Treatment for Electromagnetic Particle-In-Cell Simulations.- A Statistical Characterization of Resonant Electromagnetic Interactions with Thin Wires: Variance and Kurtosis Analysis.- Circuit Simulation.- to Part II.- Wavelets in Circuit Simulation.- On Local Handling of Inner Equations in Compact Models.- Hybrid Analysis of Nonlinear Time-Varying Circuits Providing DAEs with Index at Most One.- Transient Analysis of Nonlinear Circuits Based on Waves.- Simultaneous Step-Size and Path Control for Efficient Transient Noise Analysis.- Nonlinear Distortion in Differential Circuits with Single-Ended and Balanced Drive.- Evaluation of Oscillator Phase and Frequency Transfer Functions.- Polynomial Chaos for the Computation of Failure Probabilities in Periodic Problems.- Quasiperiodic Steady-State Analysis of Electronic Circuits by a Spline Basis.- Accurate Simulation of the Devil's Staircase of an Injection-Locked Frequency Divider.- ANN/DNN-Based Behavioral Modeling of RF/Microwave Components and Circuits.- Surrogate Modeling of Low Noise Amplifiers Based on Transistor Level Simulations.- Computational Statistics Approach to Capacitance Sensitivity Analysis and Gate Delay Time Minimization of TFT-LCDs.- Lookup-Table Based Settling Error Modeling in SIMULINK.- Speed-Up Techniques for Time-Domain System Simulations.- Coupled Problems.- to Part III.- Heating of Semiconductor Devices in Electric Circuits.- Analysis of a PDE Thermal Element Model for Electrothermal Circuit Simulation.- Automatic Thermal Network Extraction and Multiscale Electro-Thermal Simulation.- Simulations of an Electron-Phonon Hydrodynamical Model Based on the Maximum Entropy Principle.- Consistent Initialization for Coupled Circuit-Device Simulation.- Hyperbolic PDAEs for Semiconductor Devices Coupled with Circuits.- Large-Scale Atomistic Circuit-Device Coupled Simulation of Discrete-Dopant-Induced Characteristic Fluctuation in Nano-CMOS Digital Circuits.- Evaluation of Electromagnetic Coupling Between Microelectronic Device Structures Using Computational Electrodynamics.- Evaluation of Domain Decomposition Approach for Compact Simulation of On-Chip Coupled Problems.- DAE-Index and Convergence Analysis of Lumped Electric Circuits Refined by 3-D Magnetoquasistatic Conductor Models.- Mathematical and Computational Methods.- to Part IV.- Numerical Time Integration in Quasistatic Computational Electromagnetics.- A Novel Staggered Finite Volume Time Domain Method.- EM Scattering Calculations Using Potentials.- New Trends in the Preconditioning of Integral Equations of Electromagnetism.- Simulation of Large Interconnect Structures Using ILU-Type Preconditioner.- High-Order Discontinuous Galerkin Methods for Computational Electromagnetics and Uncertainty Quantification.- Efficient Simulation of Large-scale Dynamical Systems Using Tensor Decompositions.- Robust FETI Solvers for Multiscale Elliptic PDEs.- Nonlinear Models for Silicon Semiconductors.- Multiobjective Optimization Applied to Design of PIFA Antennas.- Exploiting Model Hierarchy in Semiconductor Design Using Manifold Mapping.- Solving Inverse Problems by Space Mapping with Inverse Difference Method.- Model-Order Reduction.- to Part V.- Advances in Balancing-Related Model Reduction for Circuit Simulation.- Passivity-Preserving Balanced Truncation Model Reduction of Circuit Equations.- A New Approach to Passivity Preserving Model Reduction: The Dominant Spectral Zero Method.- Applications of Eigenvalue Counting and Inclusion Theorems in Model Order Reduction.- GABOR: Global-Approximation-Based Order Reduction.- Model Order Reduction for Systems with Non-Rational Transfer Function Arising in Computational Electromagnetics.- Model Order and Terminal Reduction Approaches via Matrix Decomposition and Low Rank Approximation.- Stability and Passivity of the Super Node Algorithm for EM Modeling of IC's.- Hierarchical Model-Order Reduction Flow.- Partitioning-Based RL-InRL-Out MOR Method.- Reduction of Large ...


Titel: Scientific Computing in Electrical Engineering SCEE 2008
EAN: 9783642122941
ISBN: 978-3-642-12294-1
Digitaler Kopierschutz: Wasserzeichen
Format: E-Book (pdf)
Hersteller: Springer Berlin Heidelberg
Herausgeber: Springer
Genre: Technik
Anzahl Seiten: 588
Veröffentlichung: 14.06.2010
Jahr: 2010
Dateigrösse: 20.7 MB

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