Field Computation for Accelerator Magnets: Analytical and Numerical Methods for Electromagnetic Design and Optimization

Magnets for Accelerators
Algebraic Structures and Vector Fields
Classical Vector Analysis
Maxwell's Equations and Boundary Value Problems
Fields and Potentials of Line Currents
Field Harmonics
Iron-Dominated Magnets
Coil-Dominated Magnets
Complex Analysis Methods for Magnet Design
Field Diffusion
Elementary Beam Optics and Field Requirements
Reference Frames and Magnet Polarities
Finite-Element Formulations
Discretization
Coupling of Boundary and Finite Elements
Superconductor Magnetization
Interstrand Coupling Currents
Quench Simulation
Differential Geometry Applied to Coil-End Design
Mathematical Optimization Techniques
Material Property Data for Quench Simulations