Computational Methods for Electromagnetic Phenomena

A Unique And Comprehensive Graduate Text And Reference On Numerical Methods For Electromagnetic Phenomena From Atomistic To Continuum Scales In Biology Optical-To-Micro Waves Photonics Nanoelectronics And Plasmas. The State-Of-The-Art Numerical Methods Described Include: Statistical Fluctuation Formulae For The Dielectric Constant Particle-Mesh-Ewald Fast-Multipole-Method And Image-Based Reaction Field Method For Long-Range Interactions High-Order Singular/Hypersingular (Nystrm Collocation/Galerkin) Boundary And Volume Integral Methods In Layered Media For PoissonBoltzmann Electrostatics Electromagnetic Wave Scattering And Electron Density Waves In Quantum Dots Absorbing And Upml Boundary Conditions High-Order Hierarchical Ndlec Edge Elements High-Order Discontinuous Galerkin (Dg) And Yee Finite Difference Time-Domain Methods Finite Element And Plane Wave Frequency-Domain Methods For Periodic Structures Generalized Dg Beam Propagation Method For Optical Waveguides Negf(Non-Equilibrium Green''S Function) And Wigner Kinetic Methods For Quantum Transport High-Order Weno And Godunov And Central Schemes For Hydrodynamic Transport Vlasov-Fokker-Planck And Pic And Constrained Mhd Transport In Plasmas