Kurzbeschreibung Beschleunigermagneten mathematisch modellieren, optimieren, konstruieren: Dieser von einem Spezialisten am CERN verfasste Band, praxisorientiert und thematisch konzentriert, füllt eine Lücke in der Literatur.
Aus dem Inhalt 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
