Nonlinear AGILD MagLev-advanced Global Integral and Local Differential modeling and inversion for magnetic levitation

In this paper, we propose a new advanced Global Integral and Local Differential GILD Modeling and Inversion for Magnetic Levitation, and call which as AGILD MagLev. We derive a new EM differential integral strip equation. We used it on the boundary strip and MAXWELL differential equation in the internal domain to construct the AGILD. A new 9-cells local weak regularizing inversion scheme is proposed to constructed AGILD inversion. The new AGILD is a fast modeling and reasonable stable inversion. AGILD preserved GILD's merits and is simpler than the GILD. Recently, we developed a novel and powerful AGILD modeling and inversion for Magnetic Levitation. The AGILD MagLev is new power technology tool for simulation for the high speed magnetic levitation train design and its radiation environmental contamination. Our AGILD scattering modeling and inversion are used for geophysical EM and seismic exploration, Earthquake EM exploration, EM radar scattering and design, 3D EM scattering in the cavities and design cavities, Maglev engineering. There is high contrast in the science and engineering in Magnetic Levitation, AGILD electromagnetic modeling and inversion is very suitable for Magnetic Levitation sciences and engineering. For many type design version of the Magnetic Levitation trains, the Magnetic Levitation trains and rails work as same as motors. Just the motor “rotor” arranged on the train, the motor “stator” laying on the track. Through the “rotor”, “stator” between the interaction, the energy into forward kinetic energy. When the “stator” of the motor is energized, the “rotor” can be rotated by electromagnetic induction. When the “stator” is transmitted to the orbit, the train is driven by linear motion as the “rotor” of the motor by electromagnetic induction. The different from motor is that the motor is closed box, but the Magnetic Levitation trains and rails work in the open environment. The magnetic permeability and electric conductivity are depend on the electromagnetic field, therefore, we developed nonlinear AGILD MagLev-Advanced Global Integral and Local Differential Modeling and Inversion for Magnetic Levitation. Similar with the magnetic differential integral Equation (1), we propose electric differential integral equation. Because the conductivity and permeability are depend on the electromagnetic field. the electromagnetic differential integral Equation (1) is nonlinear, we use Newton or quasi Newton and AGILD combination to create nonlinear AGILD MagLev-Advanced Global Integral and Local Differential Modeling and Inversion for Magnetic Levitation [10, 11, 14, 15].