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Call number: | 9781608077113:ONLINE Show nearby items on shelf |
Title: | Control components using Si, GaAs, and GaN technologies |
Author(s): |
I. J. Bahl |
Date: | 2014 |
Publisher: | Artech House |
Size: | 1 online resource (310 p) |
Contents: | Chapter 1 Introduction - History of Components - Types of Control Components - Solid-State Switching Devices - Design of Control Components - Fabrication of Control Components - Chapter 2 Control Devices - PIN Diodes - Operation of PIN Diodes - PIN Diode Models - GaAs MESFETs - Operation of MESFETs - Linear Switch FET Models - Nonlinear Switch FET Models - GaAs HEMTs - GaAs HBTs - GaN HEMTs - CMOS Transistors - Operation of CMOS Switch - Various Body Floating Techniques - CMOS Transistor Models - Schottky Diodes - Varactor Diodes - Transistor Model Scaling - Biasing of Switching Devices - Biasing of PIN Diodes - Biasing of Transistors - Switching Speed of PIN Diodes - Switching Speed of Transistors - Comparison of Switching Devices - Chapter 3 Switches - Switch Parameters - Basic Requirements of a Switch for Wireless Applications - Design of Switches - Switch Configurations - Basic Theory of Switches - Multiport Switches - Matrix Switches - Diversity Switch - High Isolation Switches - Broadband Switches - High-Power Switches - Impedance Transformation Technique - Stacked FETs Method - Resonant Circuit Technique - GaN HEMT Switches - Power Handling of PIN Diode Switches - Low Distortion Switches - Performance of Switch Circuits - PIN D iode Switch Circuits - MESFET Switch Circuits - HEMT Switch Circuits - CMOS Switch Circuits - Comparison of Switch Technologies - Novel Switch Configurations - Filter-Integrated Switch - Redundant Switch - Switched Variable Power Amplifier - Switches with Integrated Control - Intermodulation Analysis of Switches - PIN Diode Switches - MESFET Switches |
Chapter 4 Phase Shifters - Digital Phase Shifters - Analog Phase Shifters - Active Phase Shifters - Theory of Phase Shifters - Reflection-Type Phase Shifter - Switched-Line Phase Shifter - Loaded-Line Phase Shifters - Switched-Network Phase Shifter s - Embedded-Device Phase Shifters - Multibit Phase Shifter Circuits - RMS Errors - PIN Diode Phase Shifters - MESFET/HEMT Phase Shifters - CMOS Phase Shifters - Analog Phase Shifters - Voltage-Controlled Reflection-Type Phase Shifters - Voltage-Controlle d Transmission-Type Phase Shifters - Analog Varactor Diode Phase Shifters - Analog CMOS Phase Shifters - Broadband Phase Shifters - GaAs MESFET/HEMT Broadband Phase Shifters - Broadband CMOS Phase Shifters - Ultrawideband Phase Shifters - Millimeter-Wave Phase Shifters - PIN/Schottky Diode Millimeter-Wave Phase Shifters -MESFET/HEMT Millimeter-Wave Phase Shifters - CMOS Millimeter-Wave Phase Shifters - Active Phase Shifters - Dual-Gate FET Phase Shifters - Switchable-Amplifier Phase Shifters - Vector Modu lator Phase Shifters - Chapter 5 Attenuators - Theory of Attenuators - Fabrication of Attenuators - Fixed Value Attenuators - Attenuator Pad - Temperature Variable Attenuator - Multibit Attenuators - PIN Diode Step Attenuators - GaAs MMIC Step Attenuators - Si CMOS Step Attenuators - Variable Voltage Attenuators - PIN Diode Variable Attenuators - MESFET Variable Attenuators - CMOS Variable Attenuator - GaN HEMT Attenuator - Linear Voltage Variable Attenuators -Reflection-Type Attenuators - Balanced Attenu ators - Frequency Dependent Attenuators - Phase Compensated Attenuators - CMOS Attenuator with Integrated Switch - Distortion in Attenuators - PIN Diode Attenuators - FET Attenuators | |
Chapter 6 Limiters - Limiter Characterization - Limiter Types - PIN Diode Limiters - Analysis of PIN Diode Limiter - Si PIN Diode Limiters in Microstrip Configuration - GaAs PIN Diode Limiters - Matched Limiters - Schottky Diode Limiters - Analysis of Schottky Diode Limiter - Schottky Diode Design and Limiter Configuration - Broadband High Power Limiters - Monolithic GaAs Schottky Diode Limiter Circuits - Limiting Amplifiers - 10-W Limiter with Embedded LNA - BiCMOS Diode Limiter - GaN Schottky Diod e Limiters | |
ISBN: | 9781608077113 |
Series: | Artech House microwave library |
Series: | eBooks |
Series: | Artech eBooks |
Keywords: | Electronic circuits, Mathematical models. , Solid state electronics , Microwave integrated circuits |
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Call number: | SPRINGER-2014-9783319029498:ONLINE Show nearby items on shelf |
Title: | Mathematical Models and Numerical Simulation in Electromagnetism [electronic resource] |
Author(s): |
Alfredo Bermdez Dolores Gmez Pilar Salgado |
Date: | 2014 |
Publisher: | Cham : Springer International Publishing : Imprint: Springer |
Size: | 1 online resource |
Note: | The book represents a basic support for a master course in electromagnetism oriented to numerical simulation. The main goal of the book is that the reader knows the boundary-value problems of partial differential equations thatshould be solved in ord er to perform computer simulation of electromagnetic processes. Moreover it includes a part devoted to electric circuit theory based on ordinary differential equations. The book is mainly oriented to electricengineering applications, going from the genera l to the specific, namely, from the full Maxwells equations to the particular cases of electrostatics, direct current, magnetostatics and eddy currents models. Apart from standardexercises related to analytical calculus, the book includes some others orie nted to real-life applications solved with MaxFEM free simulation software |
Contents: | 1 The harmonic oscillator |
2 The Series RLC Circuit | |
3 Linear electrical circuits | |
4 Maxwells equations in free space | |
5 Some solutions of Maxwells equations in free space | |
6 Maxwells equations in material regions | |
7 Electrostatics | |
8 Direct current | |
9 Magnetostatics | |
10 The eddy currents model | |
11 An introduction to nonlinear magnetics. Hysteresis | |
12 Electrostatics with MaxFEM | |
13 Direct current with MaxFEM | |
14 Magnetostatics with MaxFEM | |
15 Eddy currents with MaxFEM | |
16 RLC circuits with MaxFEM | |
A Elements of graph theory | |
B Vector Calculus | |
C Fu | |
ISBN: | 9783319029498 |
Series: | eBooks |
Series: | SpringerLink |
Series: | UNITEXT, 2038-5714 : v74 |
Series: | Mathematics and Statistics (Springer-11649) |
Keywords: | Mathematics , Computer science Mathematics , Magnetism , Computer engineering |
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Call number: | SPRINGER-2011-9783642149382:ONLINE Show nearby items on shelf |
Title: | Dynamics of Nonlinear Time-Delay Systems [electronic resource] |
Author(s): |
Muthusamy Lakshmanan Dharmapuri Vijayan Senthilkumar |
Date: | 2011 |
Publisher: | Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer |
Size: | 1 online resource |
Note: | Springer e-book platform |
Note: | Springer 2013 e-book collections |
Note: | Synchronization of chaotic systems, a patently nonlinear phenomenon, has emerged as a highly active interdisciplinary research topic at the interface of physics, biology, applied mathematics and engineering sciences. In thisconnection, time-delay sys tems described by delay differential equations have developed as particularly suitable tools for modeling specific dynamical systems. Indeed, time-delay is ubiquitous in many physical systems, for example dueto finite switching speeds of amplifiers in ele ctronic circuits, finite lengths of vehicles in traffic flows, finite signal propagation times in biological networks and circuits, and quite generally whenever memory effects arerelevant. This monograph presents the basics of chaotic time-delay systems a nd their synchronization with an emphasis on the effects of time-delay feedback which give rise to new collective dynamics. Special attention is devoted toscalar chaotic/hyperchaotic time-delay systems, and some higher order models, occurring in different branches of science and technology as well as to the synchronization of their coupled versions. Last but not least, the presentationas a whole strives for a balance between the necessary mathematical description of the basics and the detailed presentatio n of real-world applications |
Note: | Springer eBooks |
Contents: | Delay Differential Equations |
Linear Stability and Bifurcation Analysis | |
Bifurcation and Chaos in Time | |
delayed Piecewise Linear | |
A Few Other Interesting Chaotic Delay Differential Equations | |
Implications of Delay Feebdack: Amplitude Death and Other Effects | |
Recent Developments on Delay Feedback/Coupling: Complex | |
Complete Synchronization in Coupled Time | |
delay Systems | |
Transition from Anticipatory to Lag Synchronization via Complete | |
Intermittency Transition to Generalized Snychronization | |
Transition from Phase to Generalized Synchronization | |
DTM Induced Oscillating Synchron | |
ISBN: | 9783642149382 |
Series: | e-books |
Series: | SpringerLink (Online service) |
Series: | Springer Series in Synergetics, 0172-7389 |
Series: | Physics and Astronomy (Springer-11651) |
Keywords: | Systems theory , Engineering mathematics , Vibration , Systems engineering |
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Call number: | SPRINGER-2010-9780387877082:ONLINE Show nearby items on shelf |
Title: | Mathematical Foundations of Neuroscience [electronic resource] |
Author(s): |
G. Bard Ermentrout David H Terman |
Date: | 2010 |
Publisher: | New York, NY : Springer New York : Imprint: Springer |
Size: | 1 online resource |
Note: | Springer e-book platform |
Note: | Springer 2013 e-book collections |
Note: | This book applies methods from nonlinear dynamics to problems in neuroscience. It uses modern mathematical approaches to understand patterns of neuronal activity seen in experiments and models of neuronal behavior. The intendedaudience is researchers interested in applying mathematics to important problems in neuroscience, and neuroscientists who would like to understand how to create models, as well as the mathematical and computational methods foranalyzing them. The authors take a very broad approa ch and use many different methods to solve and understand complex models of neurons and circuits. They explain and combine numerical, analytical, dynamical systems and perturbationmethods to produce a modern approach to the types of model equations that a rise in neuroscience. There are extensive chapters on the role of noise, multiple time scales and spatial interactions in generating complex activity patternsfound in experiments. The early chapters require little more than basic calculus and some element ary differential equations and can form the core of a computational neuroscience course. Later chapters can be used as a basis for agraduate class and as a source for current research in mathematical neuroscience. The book contains a large number of illus trations, chapter summaries and hundreds of exercises which are motivated by issues that arise in biology, andinvolve both computation and analysis. Bard Ermentrout is Professor of Computational Biology and Professor of Mathematics at the University of Pi ttsburgh. David Terman is Professor of Mathematics at the Ohio State University |
Note: | Springer eBooks |
Contents: | The Hodgkin |
Huxley equations | |
Dendrites | |
Dynamics | |
Voltage | |
gated channels | |
Action potentials | |
Synaptic channels | |
Noise | |
Networks | |
Neuro oscillators | |
Firing rate models | |
Spatially distributed networks | |
ISBN: | 9780387877082 |
Series: | e-books |
Series: | SpringerLink (Online service) |
Series: | Interdisciplinary Applied Mathematics, 0939-6047 : v35 |
Series: | Mathematics and Statistics (Springer-11649) |
Keywords: | Mathematics , Neurosciences , Neurobiology |
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Call number: | SPRINGER-2002-9783642559198:ONLINE Show nearby items on shelf |
Title: | High Performance Scientific And Engineering Computing Proceedings of the 3rd International FORTWIHR Conference on HPSEC, Erlangen, March 12–14, 2001 |
Author(s): | |
Date: | 2002 |
Edition: | 1 |
Size: | 1 online resource (408 p.) |
Note: | 10.1007/978-3-642-55919-8 |
Contents: | I. Fluid Flow -- Large-Scale Fluid-Structure Interaction Simulations Using Parallel Computers -- MEGAFLOW - An Industrial Flow Simulation Tool for Aircraft Applications 21 -- Development of a Parallel FVM Based Groundwater -- Flow |
Model -- Adaptive Hybrid Mixed Finite Element Discretization of Instationary Variably Saturated Flow in Porous Media 37 -- Simulation of High Pressure Liquid Chromatography (HPLC) Columns with CFD 45 -- CFD Calculations of Flow, | |
Dispersion and Chemical Reactions in Fixed Bed Tubular Reactors Using the Lattice Boltzmann Method 53 -- Computational Engineering for Wind-Exposed Thin-Walled Structures 63 -- Numerical Simulation of Wind Loads on Antenna Structures | |
71 -- Numerical Calculation of Turbulent Premixed Flames with an Efficient Turbulent Flame Speed Closure Model 81 -- Monte Carlo Simulations of Radiative Heat Transfer with -- Parallel Computer Architectures 89 -- Direct Numerical | |
Simulation of Bubble Swarms with -- a Parallel Front-Tracking Method -- Symmetry-Preserving Discretization of Turbulent Channel -- Flow 107 -- Parallelization Strategies and Efficency of CFD Computations in Complex Geometries Using | |
Lattice Boltzmann Methods on High-Performance Computers 115 -- Applications of the Lattice Boltzmann Method to Complex and Turbulent Flows 123 -- Computation of Flows Around Space Configurations -- Flow Visualization on Hierarchical | |
Cartesian Grids -- II. Mathematical Methods -- The Finite Mass Method — A New Approach to the Solution of Flow Problems 149 -- An Octree-Based Approach for Fast Elliptic Solvers -- A Variable Order Method of Lines: Accuracy, | |
Conservation and Applications 167 -- A Hybrid Direct/Iterative Algorithm for the Solution of Poisson’s Equation Based on the Schur Complement Method 175 -- III. Crystal Growth and Materials -- High-Performance Computing, Multi-Scale | |
Models for Crystal Growth Systems -- Semi-Direct Numerical Simulation of a Czochralski Melt Flow on High-Performance Computers -- High-Order Numerical Solutions for Rotating Flows with Walls -- Parallel Coupled Simulation of Casting | |
Processes on Cluster of PCs 221 -- Controlling Point Defects in Single Silicon Crystals Grown by the Czochralski Method 229 -- A Two—Scale Method for Liquid—Solid Phase Transitions with Dendritic Microstructure 237 -- Application of | |
Higher Order BDF Discretization of the Boussinesq Equation and the Heat Transport Equation -- Spectral and Finite Volume Numerical Approximations for Solutal Convection in Melted Alloys 253 -- Numerical Simulation of Physical Vapour | |
Transport Crystal Growth Processes by a Finite Volume Solution Algorithm 261 -- 3D Block-Structured Grid Algorithms for the Numerical Simulation of Chemical Vapor Deposition in Horizontal Reactors -- Control of Electron Beam | |
Evaporation: Numerical Simulation -- IV. Dynamic Systems and Optimal Control -- Solution of a Hard Flight Path Optimization Problem by Different Optimization Codes 289 -- Adaptive Data Structures and Algorithms for Efficient | |
Visualization and Data Management at Runtime of Terrain and Feature Data 297 -- Recent Improvements in the Trajectory Optimization Software ASTOS -- Optimal Design of the Power Train of Vehicles: Modelling, Simulation and Optimization | |
-- Unsteady Heat Load Simulation for Hypersonic Cruise Optimization 325 -- Modeling Techniques and Parameter Estimation for the Simulation of Complex Vehicle Structures -- V. Optimization of Electronic Circuits -- Numerical Techniques | |
for Different Time Scales in Electric Circuit Simulation 343 -- Transient Noise Analysis in Circuit Simulation -- Realistic Step Flow Model for Orientation-Dependent Wet Etching 369 -- Modeling of Ion-Induced Charge Generation in High | |
Voltage Diodes 377 -- Modelling and Simulation of the Transient Electromagnetic Behavior of High Power Bus Bars 385 -- Modeling and Simulation of Electrothermomechanical -- Coupling Phenomena in High Power Electronics -- Heat | |
Conduction as Eigenvalue Problem | |
ISBN: | 9783642559198 |
Series: | eBooks |
Series: | SpringerLink (Online service) |
Series: | Springer eBooks |
Series: | Lecture Notes in Computational Science and Engineering: 21 |
Keywords: | Computer science , Science , Computer simulation , Computer mathematics , Physics , Computational intelligence , Computer Science , Simulation and Modeling , Science, general , Computational Mathematics and Numerical Analysis , Mathematical Methods in Physics , Numerical and Computational Physics , Computational Intelligence |
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Call number: | SPRINGER-1991-9789401134408:ONLINE Show nearby items on shelf |
Title: | Mathematical Models in Electrical Circuits: Theory and Applications |
Author(s): |
C. A Marinov |
Date: | 1991 |
Size: | 1 online resource (160 p.) |
Note: | 10.1007/978-94-011-3440-8 |
Contents: | I. Dissipative operators and differential equations on Banach spaces -- 1.0. Introduction -- 1.1. Duality type functionals -- 1.2. Dissipative operators -- 1.3. Semigroups of linear operators -- 1.4. Linear differential equations on |
Banach spaces -- 1.5. Nonlinear differential equations on Banach spaces -- II. Lumped parameter approach of nonlinear networks with transistors -- 2.0. Introduction -- 2.1. Mathematical model -- 2.2. Dissipativity -- 2.3. DC equations | |
-- 2.4. Dynamic behaviour -- 2.5. An example -- III. lp-solutions of countable infinite systems of equations and applications to electrical circuits -- 3.0. Introduction -- 3.1. Statement of the problem and preliminary results -- 3.2. | |
Properties of continuous lp-solutions -- 3.3. Existence of continuous lp-solutions for the quasiautonomous case -- 3.4. Truncation errors in linear case -- 3.5. Applications to infinite circuits -- IV. Mixed-type circuits with | |
distributed and lumped parameters as correct models for integrated structures -- 4.0. Why mixed-type circuits? -- 4.1. Examples -- 4.2. Statement of the problem -- 4.3. Existence and uniqueness for dynamic system -- 4.4. The steady | |
state problem -- 4.5. Other qualitative results -- 4.6. Bibliographical comments -- V. Asymptotic behaviour of mixed-type circuits. Delay time predicting -- 5.0. Introduction -- 5.1. Remarks on delay time evaluation -- 5.2. Asymptotic | |
stability. Upper bound of delay time -- 5.3. A nonlinear mixed-type circuit -- 5.4. Comments -- VI. Numerical approximation of mixed models for digital integrated circuits -- 6.0. Introduction -- 6.1. The mathematical model -- 6.2. | |
Construction of the system of FEM-equations -- 6.2.1. Space discretization of reg-lines -- 6.2.2. FEM-equations of lines -- 6.3. FEM-equations of the model -- 6.4. Residual evaluations -- 6.5. Steady state -- 6.6. The delay time and | |
its a-priori upper bound -- 6.7. Examples -- 6.8. Concluding remarks -- Appendix I -- List of symbols -- References | |
ISBN: | 9789401134408 |
Series: | eBooks |
Series: | SpringerLink (Online service) |
Series: | Springer eBooks |
Series: | Mathematics and Its Applications : 66 |
Keywords: | Engineering , Mathematical analysis , Analysis (Mathematics) , Mathematical models , Electrical engineering , Electronic circuits , Engineering , Circuits and Systems , Mathematical Modeling and Industrial Mathematics , Electrical Engineering , Analysis |
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