2019
DOI: 10.3390/sym11101239
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Study of a Null-Flux Coil Electrodynamic Suspension Structure for Evacuated Tube Transportation

Abstract: This paper focuses on the study of a null-flux coil electrodynamic suspension structure for evacuated tube transportation (ETT). A Maglev system in evacuated tubes is a promising concept for high speed transportation systems, and the design of levitation structure is a critical part among the subsystems. The whole system with functions of levitation, guidance, and propulsion is proposed in this paper, and the utilization of magnetic fields from both sides of magnets makes the system simple. The figure eight sh… Show more

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Cited by 31 publications
(5 citation statements)
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“…The FEM is a numerical tool for solving Maxwell's equations, considering electromagnetic fields with specified boundary conditions and design geometries [34,35]. However, the method becomes computationally intensive when dealing with systems involving relative movements and temporal and spatial dependencies, due to the dynamic meshing required at each simulation step, particularly in 3D analyses.…”
Section: Comparative Analysis Of Related Studiesmentioning
confidence: 99%
“…The FEM is a numerical tool for solving Maxwell's equations, considering electromagnetic fields with specified boundary conditions and design geometries [34,35]. However, the method becomes computationally intensive when dealing with systems involving relative movements and temporal and spatial dependencies, due to the dynamic meshing required at each simulation step, particularly in 3D analyses.…”
Section: Comparative Analysis Of Related Studiesmentioning
confidence: 99%
“…With the change of the spatial B (SCM) , b i can be represented as in Equation ( 2) using the mutual inductance M i = Φ i /I (SCM) [16,18], where Φ i is the magnetic flux of the SCM in the i-th levitation coil. When the levitation coil moves at a velocity of −v, b i can be calculated as a line integral along the winding of the coil [26], as shown in Equation (3), where e (d) denotes the unit directional vector for the directions d = x, y, or z.…”
Section: Basic Principles Of Null-flux Eds For the Hyperloopmentioning
confidence: 99%
“…The null-flux EDS with SCM system has been mainly investigated when it comes to its design characteristics and experimental analysis based on null-flux levitation/guidance device models invented in the 1960s and 1970s [11,12], followed by unified propulsion/levitation/guidance device models [13,14]. Although numerical analysis methods, such as the 3D finite element method (FEM), are accurate for analyzing null-flux EDS devices, using such methods is often limited to the performance review of a specific design [15] or the validation of a developed model [16] due to their complex 3D shapes and configurations. Therefore, in order to improve the computational efficiency of levitation devices with null-flux electric circuits, the dynamic circuitry theory, which analyzes the levitation coil as a rectangular shape using the Fourier series, has been developed and widely utilized [17,18].…”
Section: Introductionmentioning
confidence: 99%
“…Guo et al 2019 [55] Study of a null-flux coil electrodynamic suspension structure for evacuated tube transportation.…”
Section: Computational (Fem)mentioning
confidence: 99%