00912cam2 22002651 450 SOBE0005579620170524082448.020170524d1991 |||||ita|0103 baitaIT<<74: >>Füssli[testo di Anna Maestri]MilanoFabbri1991stampa 1993[6] p., 16 p. di tav.ill.36 cm001SOBE000552682001 <<I >>maestri del colore74Füssli, Johann HeinrichAF00011782070194877Maestri, AnnaSOBA00014392070ITUNISOB20170524RICAUNISOBUNISOB700|Coll|76|K168388SOBE00055796M 102 Monografia moderna SBNM700|Coll|76|K000074CON16838820170508donoNmenleUNISOBUNISOB20170524082407.020170524082448.0menleFüssli1726140UNISOB05672nam 22007814a 450 991082798430332120200520144314.0978661027254997812802725471280272546978047030061904703006129780470870181047087018497804708701980470870192(CKB)1000000000018903(EBL)219769(OCoLC)56476684(SSID)ssj0000269418(PQKBManifestationID)11193635(PQKBTitleCode)TC0000269418(PQKBWorkID)10262294(PQKB)11274900(MiAaPQ)EBC219769(Au-PeEL)EBL219769(CaPaEBR)ebr10114054(CaONFJC)MIL27254(OCoLC)54537231(FINmELB)ELB179126(Perlego)2788232(EXLCZ)99100000000001890320040301d2004 uy 0engur|n|---|||||txtccrWave and scattering methods for numerical simulation /Stefan Bilbao1st ed.Chichester, West Sussex, England ;Hoboken, N.J. J. Wileyc20041 online resource (382 p.)Description based upon print version of record.9780470870174 0470870176 Includes bibliographical references (p. [333]-353) and index.WAVE AND SCATTERING METHODS FOR NUMERICAL SIMULATION; Contents; Preface; Foreword; 1 Introduction; 1.1 An Overview of Scattering Methods; 1.1.1 Remarks on Passivity; 1.1.2 Case Study: The Kelly-Lochbaum Digital Speech Synthesis Model; 1.1.3 Digital Waveguide Networks; 1.1.4 A General Approach: Multidimensional Circuit Representations and Wave Digital Filters; 1.2 Questions; 2 Wave Digital Filters; 2.1 Classical Network Theory; 2.1.1 N-ports; 2.1.2 Power and Passivity; 2.1.3 Kirchhoff's Laws; 2.1.4 Circuit Elements; 2.2 Wave Digital Elements and Connections; 2.2.1 The Bilinear Transform2.2.2 Wave Variables2.2.3 Pseudopower and Pseudopassivity; 2.2.4 Wave Digital Elements; 2.2.5 Adaptors; 2.2.6 Signal and Coefficient Quantization; 2.2.7 Vector Wave Variables; 2.3 Wave Digital Filters and Finite Differences; 3 Multidimensional Wave Digital Networks; 3.1 Symmetric Hyperbolic Systems; 3.2 Coordinate Changes and Grid Generation; 3.2.1 Structure of Coordinate Changes; 3.2.2 Coordinate Changes in (1 + 1)D; 3.2.3 Coordinate Changes in Higher Dimensions; 3.3 MD-passivity; 3.4 MD Circuit Elements; 3.4.1 The MD Inductor; 3.4.2 Other MD Elements3.4.3 Discretization in the Spectral Domain3.4.4 Other Spectral Mappings; 3.5 The (1 + 1)D Advection Equation; 3.5.1 A Multidimensional Kirchhoff Circuit; 3.5.2 Stability; 3.5.3 An Upwind Form; 3.6 The (1 + 1)D Transmission Line; 3.6.1 MDKC for the (1 + 1)D Transmission Line Equations; 3.6.2 Digression: The Inductive Lattice Two-port; 3.6.3 Energetic Interpretation; 3.6.4 An MDWD Network for the (1 + 1)D Transmission Line; 3.6.5 Simplified Networks; 3.7 The (2 + 1)D Parallel-plate System; 3.7.1 MDKC and MDWD Network; 3.8 Finite Difference Interpretation3.8.1 MDWD Networks as Multistep Schemes3.8.2 Numerical Phase Velocity and Parasitic Modes; 3.9 Initial Conditions; 3.10 Boundary Conditions; 3.10.1 MDKC Modeling of Boundaries; 3.11 Balanced Forms; 3.12 Higher-order Accuracy; 4 Digital Waveguide Networks; 4.1 FDTD and TLM; 4.2 Digital Waveguides; 4.2.1 The Bidirectional Delay Line; 4.2.2 Impedance; 4.2.3 Wave Equation Interpretation; 4.2.4 Note on the Different Definitions of Wave Quantities; 4.2.5 Scattering Junctions; 4.2.6 Vector Waveguides and Scattering Junctions; 4.2.7 Transitional Note; 4.3 The (1 + 1)D Transmission Line4.3.1 First-order System and the Wave Equation4.3.2 Centered Difference Schemes and Grid Decimation; 4.3.3 A (1 + 1)D Waveguide Network; 4.3.4 Waveguide Network and the Wave Equation; 4.3.5 An Interleaved Waveguide Network; 4.3.6 Varying Coefficients; 4.3.7 Incorporating Losses and Sources; 4.3.8 Numerical Phase Velocity and Dispersion; 4.3.9 Boundary Conditions; 4.4 The (2 + 1)D Parallel-plate System; 4.4.1 Defining Equations and Centered Differences; 4.4.2 The Waveguide Mesh; 4.4.3 Reduced Computational Complexity and Memory Requirements in the Standard Form of the Waveguide Mesh4.4.4 Boundary ConditionsScattering-based numerical methods are increasingly applied to the numerical simulation of distributed time-dependent physical systems. These methods, which possess excellent stability and stability verification properties, have appeared in various guises as the transmission line matrix (TLM) method, multidimensional wave digital (MDWD) filtering and digital waveguide (DWN) methods. This text provides a unified framework for all of these techniques and addresses the question of how they are related to more standard numerical simulation techniques. Covering circuit/scattering models in electrElectric filters, Wave-guideElectric filters, DigitalSimulation methodsElectric filters, Wave-guide.Electric filters, Digital.Simulation methods.620/.001/1Bilbao Stefan D521937MiAaPQMiAaPQMiAaPQBOOK9910827984303321Wave and scattering methods for numerical simulation3930532UNINA