LEADER 04148oam 2200661I 450 001 9910462941203321 005 20200520144314.0 010 $a0-203-11612-7 010 $a1-283-86337-5 010 $a1-136-29772-3 024 7 $a10.4324/9780203116128 035 $a(CKB)2670000000299343 035 $a(EBL)1092783 035 $a(OCoLC)823387059 035 $a(SSID)ssj0000783994 035 $a(PQKBManifestationID)12299805 035 $a(PQKBTitleCode)TC0000783994 035 $a(PQKBWorkID)10762717 035 $a(PQKB)11598970 035 $a(MiAaPQ)EBC1092783 035 $a(Au-PeEL)EBL1092783 035 $a(CaPaEBR)ebr10632540 035 $a(CaONFJC)MIL417587 035 $a(OCoLC)843091257 035 $a(EXLCZ)992670000000299343 100 $a20180706d2012 uy 0 101 0 $aeng 135 $aur|n|---||||| 181 $ctxt 182 $cc 183 $acr 200 10$aPlea bargaining in national and international law /$fRegina Rauxloh 210 1$aAbingdon, Oxon :$cRoutledge,$d2012. 215 $a1 online resource (297 p.) 300 $aDescription based upon print version of record. 311 $a1-138-01686-1 311 $a0-415-59786-2 320 $aIncludes bibliographical references and index. 327 $aFront Cover; Plea Bargaining in National and International Law; Copyright Page; Contents; I Introduction; I. The development of informality in different systems; II. The traps of comparative research; III. Research methods; IV. Outline of the book; II The development and the impact of plea bargaining in the English criminal justice system; I. Introduction; II. The development of plea bargaining; III. The driving force behind the informal development; IV. Consequences for the criminal justice system; V. Conclusions; III Informal settlements in Germany; I. Introduction 327 $aII. The development of informal settlementsIII. The practice today; IV. The academic discourse: a never-ending story?; V. New practice through new law?; VI. Conclusions; IV Socialist and liberal criminal justice; I. Introduction; II. Historical background; III. Socialist legality; IV. Underlying procedural principles; V. Conclusions; V The absence of informal negotiations in the former GDR; I. Introduction; II. Legal provisions; III. Crime and criminal investigation; IV. Workload of the courtroom actors; V. Organisation of the legal profession; VI. Control of the legal profession 327 $aVII. Lay participationVIII. Conclusion; VI Plea bargaining in the International Criminal Court; I. The development in plea bargaining in international criminal procedures; II. Particular aspirations of international criminal law; III. Problems of investigation of international criminal law; IV. Plea bargaining at the ICC - when and how?; VII The informality of informal procedures; I. Informal development; II. The conflict of the law appliers; III. Parallel procedures; IV. Necessary debates; V. Conclusions; Bibliography; Index 330 $aPlea bargaining is one of the most important and most discussed issues in modern criminal procedure law. Based on historical and comparative legal research, the author has analysed the wide-spread use of plea bargaining in different criminal justice systems. The book sets out in-depth studies of consensual case dispositions in the UK, examining how plea bargaining has developed and spread in England and Wales. It also goes on to discusses in detail the problems that this practise poses for the rule of law by avoiding procedural safe-guards. The book draws on empirical research in its examin 606 $aPlea bargaining 606 $aPleas (Criminal procedure) 606 $aInternational law 608 $aElectronic books. 615 0$aPlea bargaining. 615 0$aPleas (Criminal procedure) 615 0$aInternational law. 676 $a345/.072 700 $aRauxloh$b Regina.$0941023 801 0$bMiAaPQ 801 1$bMiAaPQ 801 2$bMiAaPQ 906 $aBOOK 912 $a9910462941203321 996 $aPlea bargaining in national and international law$92122181 997 $aUNINA LEADER 12734nam 22005893 450 001 9910810293903321 005 20221222185147.0 010 $a1-63081-927-1 035 $a(CKB)5670000000211506 035 $a(MiAaPQ)EBC6965420 035 $a(Au-PeEL)EBL6965420 035 $a(EXLCZ)995670000000211506 100 $a20220502d2022 uy 0 101 0 $aeng 135 $aurcnu|||||||| 181 $ctxt$2rdacontent 182 $cc$2rdamedia 183 $acr$2rdacarrier 200 10$aElectromagnetic and photonic simulation for the beginner $efinite-difference frequency-domain in MATLAB /$fRaymond C. Rumpf 210 1$aNorwood :$cArtech House,$d2022. 210 4$d©2022. 215 $a1 online resource (355 pages) 311 $a1-63081-926-3 327 $aIntro -- Electromagnetic and Photonic Simulation for the Beginner: Finite-Difference Frequency-Domain in MATLAB® -- Contents -- Foreword -- Preface -- Introduction -- Chapter 1 MATLAB Preliminaries -- 1.1 Basic Structure of an FDFD Program in MATLAB -- 1.1.1?MATLAB Code for Ideal Structure of a Program -- 1.2 MATLAB and Linear Algebra -- 1.2.1?Special Matrices -- 1.2.2?Matrix Algebra -- 1.3 Setting Up a Grid in MATLAB -- 1.3.1?MATLAB Array Indexing -- 1.3.2?Parameters Describing a Grid in MATLAB -- 1.3.3?Calculating the Grid Parameters -- 1.4 Building Geometries onto Grids -- 1.4.1?Adding Rectangles to a Grid -- 1.4.2?The Centering Algorithm -- 1.4.3?The Meshgrid -- 1.4.4?Adding Circles and Ellipses to a Grid -- 1.4.5?Grid Rotation -- 1.4.6?Boolean Operations -- 1.5 Three-Dimensional Grids -- 1.6 Visualization Techniques -- 1.6.1?Visualizing Data on Grids -- 1.6.2?Visualizing Three-Dimensional Data -- 1.6.3?Visualizing Complex Data -- 1.6.4?Animating the Fields Calculated by FDFD -- Reference -- Chapter 2 Electromagnetic Preliminaries -- 2.1 Maxwell's Equations -- 2.2 The Constitutive Parameters -- 2.2.1?Anisotropy, Tensors, and Rotation Matrices -- 2.2.2?Rotation Matrices and Tensor Rotation -- 2.3 Expansion of Maxwell's Curl Equations in Cartesian Coordinates -- 2.4 The Electromagnetic Wave Equation -- 2.5 Electromagnetic Waves in LHI Media -- 2.5.1?Wave Polarization -- 2.6 The Dispersion Relation for LHI Media -- 2.7 Scattering at an Interface -- 2.7.1?Reflectance and Transmittance -- 2.8 What is a Two-Dimensional Simulation? -- 2.9 Diffraction from Gratings -- 2.9.1?The Grating Equation -- 2.9.2?Diffraction Efficiency -- 2.9.3?Generalization to Crossed Gratings -- 2.10 Waveguides and Transmission Lines -- 2.10.1?Waveguide Modes and Parameters -- 2.10.2?Transmission Line Parameters -- 2.11 Scalability of Maxwell's Equations. 327 $a2.12 Numerical Solution to Maxwell's Equations -- References -- Chapter 3 The Finite-Difference Method -- 3.1 Introduction -- 3.2 Finite-Difference Approximations -- 3.2.1?Deriving Expressions for Finite-Difference Approximations -- 3.2.2?Example #1-Interpolations and Derivatives from Three Points -- 3.2.3?Example #2-Interpolations and Derivatives from Two Points -- 3.2.4?Example #3-Interpolations and Derivatives from Four Points -- 3.3 Numerical Differentiation -- 3.4 Numerical Boundary Conditions -- 3.4.1?Dirichlet Boundary Conditions -- 3.4.2?Periodic Boundary Conditions -- 3.5 Derivative Matrices -- 3.6 Finite-Difference Approximation of Differential Equations -- 3.7 Solving Matrix Differential Equations -- 3.7.1?Example-Solving a Single-Variable Differential Equation -- 3.8 Multiple Variables and Staggered Grids -- 3.8.1?Example-Solving a Multivariable Problem -- References -- Chapter 4 Finite-Difference Approximation of Maxwell's Equations -- 4.1 Introduction to the Yee Grid Scheme -- 4.2 Preparing Maxwell's Equations for FDFD Analysis -- 4.3 Finite-Difference Approximation of Maxwell's Curl Equations -- 4.4 Finite-Difference Equations for Two-Dimensional FDFD -- 4.4.1?Derivation of E Mode Equations When Frequency Is Not Known -- 4.4.2?Derivation of H Mode Equations When Frequency Is Not Known -- 4.4.3?Derivation of E Mode Equations When Frequency Is Known -- 4.4.4?Derivation of H Mode Equations When Frequency Is Known -- 4.5 Derivative Matrices for Two-Dimensional FDFD -- 4.5.1?Derivative Matrices Incorporating Dirichlet Boundary Conditions -- 4.5.2?Periodic Boundary Conditions -- 4.5.3?Derivative Matrices Incorporating Periodic Boundary Conditions -- 4.5.4?Relationship Between the Derivative Matrices -- 4.6 Derivative Matrices for Three-Dimensional FDFD -- 4.6.1?Relationship Between the Derivative Matrices. 327 $a4.7 Programming the YEEDER2D() Function in MATLAB -- 4.7.1?Using the yeeder2d() Function -- 4.8 Programming the YEEDER3D() Function in MATLAB -- 4.8.1?Using the yeeder3d() Function -- 4.9 The 2× Grid Technique -- 4.10 Numerical Dispersion -- References -- Chapter 5 The Perfectly Matched Layer Absorbing Boundary -- 5.1 The Absorbing Boundary -- 5.2 Derivation of the UPML Absorbing Boundary -- 5.3 Incorporating the UPML into Maxwell's Equations -- 5.4 Calculating the UPML Parameters -- 5.5 Implementation of the UPML in MATLAB -- 5.5.1?Using the addupml2d() Function -- 5.6 The SCPML Absorbing Boundary -- 5.6.1?MATLAB Implementation of calcpml3d() -- 5.6.2?Using the calcpml3d() Function -- References -- Chapter 6 FDFD for Calculating Guided Modes -- 6.1 Formulation for Rigorous Hybrid Mode Calculation -- 6.2 Formulation for Rigorous Slab Waveguide Mode Calculation -- 6.2.1?Formulation of E Mode Slab Waveguide Analysis -- 6.2.2?Formulation of H Mode Slab Waveguide Analysis -- 6.2.3?Formulations for Slab Waveguides in Other Orientations -- 6.2.4?The Effective Index Method -- 6.3 Implementation of Waveguide Mode Calculations -- 6.3.1?MATLAB Implementation of Rib Waveguide Analysis -- 6.3.2?MATLAB Implementation of Slab Waveguide Analysis -- 6.3.3?Animating the Slab Waveguide Mode -- 6.3.4?Convergence -- 6.3.5?MATLAB Implementation for Calculating SPPs -- 6.4 Implementation of Transmission Line Analysis -- References -- Chapter 7 FDFD for Calculating Photonic Bands -- 7.1 Photonic Bands for Rectangular Lattices -- 7.2 Formulation for Rectangular Lattices -- 7.3 Implementation of Photonic Band Calculation -- 7.3.1?Description of MATLAB Code for Calculating Photonic Band Diagrams -- 7.3.2?Description of MATLAB Code for Calculating IFCs -- References -- Chapter 8 FDFD for Scattering Analysis -- 8.1 Formulation of FDFD for Scattering Analysis. 327 $a8.1.1?Matrix Wave Equations for Two-Dimensional Analysis -- 8.2 Incorporating Sources -- 8.2.1?Derivation of the QAAQ Equation -- 8.2.2?Calculating the Source Field fsrc(x,y) -- 8.2.3?Calculating the SF Masking Matrix Q -- 8.2.4?Compensating for Numerical Dispersion -- 8.3 Calculating Reflection and Transmission for Periodic Structures -- 8.4 Implementation of the FDFD Method for Scattering Analysis -- 8.4.1?Standard Sequence of Simulations for a Newly Written FDFD Code -- 8.4.2?FDFD Analysis of a Sawtooth Diffraction Grating -- 8.4.3?FDFD Analysis of a Self-Collimating Photonic Crystal -- 8.4.4?FDFD Analysis of an OIC Directional Coupler -- References -- Chapter 9 Parameter Sweeps with FDFD -- 9.1 Introduction to Parameter Sweeps -- 9.2 Modifying FDFD for Parameter Sweeps -- 9.2.1?Generic MATLAB Function to Simulate Periodic Structures -- 9.2.2?Main MATLAB Program to Simulate the GMRF -- 9.2.3?Main MATLAB Programs to Analyze a Metal Polarizer -- 9.3 Identifying Common Problems in FDFD -- References -- Chapter 10 FDFD Analysis of Three-Dimensional and Anisotropic Devices -- 10.1 Formulation of Three-Dimensional FDFD -- 10.1.1?Finite-Difference Approximation of Maxwell's Curl Equations -- 10.1.2?Maxwell's Equations in Matrix Form -- 10.1.3?Interpolation Matrices -- 10.1.4?Three-Dimensional Matrix Wave Equation -- 10.2 Incorporating Sources into Three-Dimensional FDFD -- 10.3 Iterative Solution for FDFD -- 10.4 Calculating Reflection and Transmission for Doubly Periodic Structures -- 10.5 Implementation of Three-Dimensional FDFD and Examples -- 10.5.1?Standard Sequence of Simulations for a Newly Written Three-Dimensional FDFD Code -- 10.5.2?Generic Three-Dimensional FDFD Function to Simulate Periodic Structures -- 10.5.3?Simulation of a Crossed-Grating GMRF -- 10.5.4?Simulation of a Frequency Selective Surface. 327 $a10.5.5?Parameter Retrieval for a Left-Handed Metamaterial -- 10.5.6?Simulation of an Invisibility Cloak -- References -- Appendix A -- A.1?Best Practices for Building Devices onto Yee Grids -- A.2 Method Summaries -- List of Acronyms and Abbreviations -- About the Author -- Index. 330 $aThis book teaches the finite-difference frequency-domain (FDFD) method from the simplest concepts to advanced three-dimensional simulations. It uses plain language and high-quality graphics to help the complete beginner grasp all the concepts quickly and visually. This single resource includes everything needed to simulate a wide variety of different electromagnetic and photonic devices. The book is filled with helpful guidance and computational wisdom that will help the reader easily simulate their own devices and more easily learn and implement other methods in computational electromagnetics. Special techniques in MATLAB are presented that will allow the reader to write their own FDFD programs. Key concepts in electromagnetics are reviewed so the reader can fully understand the calculations happening in FDFD. A powerful method for implementing the finite-difference method is taught that will enable the reader to solve entirely new differential equations and sets of differential equations in mere minutes. Separate chapters are included that describe how Maxwell's equations are approximated using finite-differences and how outgoing waves can be absorbed using a perfectly matched layer absorbing boundary. With this background, a chapter describes how to calculate guided modes in waveguides and transmission lines. The effective index method is taught as way to model many three-dimensional devices in just two-dimensions. Another chapter describes how to calculate photonic band diagrams and isofrequency contours to quickly estimate the properties of periodic structures like photonic crystals. Next, a chapter presents how to analyze diffraction gratings and calculate the power coupled into each diffraction order. This book shows that many devices can be simulated in the context of a diffraction grating including guided-mode resonance filters, photonic crystals, polarizers, metamaterials, frequency selective surfaces, and metasurfaces. Plane wave sources, Gaussian beam sources, and guided-mode sources are all described in detail, allowing devices to be simulated in multiple ways. An optical integrated circuit is simulated using the effective index method to build a two-dimensional model of the 3D device and then launch a guided-mode source into the circuit. A chapter is included to describe how the code can be modified to easily perform parameter sweeps, such as plotting reflection and transmission as a function of frequency, wavelength, angle of incidence, or a dimension of the device. The last chapter is advanced and teaches FDFD for three-dimensional devices composed of anisotropic materials. It includes simulations of a crossed grating, a doubly-periodic guided-mode resonance filter, a frequency selective surface, and an invisibility cloak. The chapter also includes a parameter retrieval from a left-handed metamaterial. The book includes all the MATLAB codes and detailed explanations of all programs. This will allow the reader to easily modify the codes to simulate their own ideas and devices.--$cSource other than the Library of Congress. 606 $aElectromagnetism$xMathematics 606 $aPhotonics$xMathematics 606 $aFinite differences 606 $aPhotonique$xMathe?matiques 606 $aDiffe?rences finies 606 $aElectromagnetism$xMathematics$2fast$3(OCoLC)fst00906600 606 $aFinite differences$2fast$3(OCoLC)fst00924894 615 0$aElectromagnetism$xMathematics. 615 0$aPhotonics$xMathematics. 615 0$aFinite differences. 615 6$aPhotonique$xMathe?matiques. 615 6$aDiffe?rences finies. 615 7$aElectromagnetism$xMathematics. 615 7$aFinite differences. 676 $a537.0151 700 $aRumpf$b Raymond C$g(Raymond Charles),$01661520 801 0$bMiAaPQ 801 1$bMiAaPQ 801 2$bMiAaPQ 906 $aBOOK 912 $a9910810293903321 996 $aElectromagnetic and photonic simulation for the beginner$94017489 997 $aUNINA