2016
DOI: 10.1109/tim.2015.2509218
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A 6-DOF Measurement Solution for Permanent Magnet Synchronous Planar Motors Based on Motion Continuity Principle

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Cited by 14 publications
(2 citation statements)
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“…A total of four pairs of d–q axis current commands are generated for six-degree-of-freedom motion control (levitation, rotation, tilt, translation). That is, an algorithm was implemented to generate 4 d–q axis current commands by combining 16 current commands to generate 8 current commands for generating a total of 8 forces of the 6-DOF magnetic levitation system [ 13 ]. Figure 14 d shows the internal variables of the current controller composed of the vector controller in Figure 14 a.…”
Section: Control Simulation Of 6-dof Magnetic Levitation Systemmentioning
confidence: 99%
“…A total of four pairs of d–q axis current commands are generated for six-degree-of-freedom motion control (levitation, rotation, tilt, translation). That is, an algorithm was implemented to generate 4 d–q axis current commands by combining 16 current commands to generate 8 current commands for generating a total of 8 forces of the 6-DOF magnetic levitation system [ 13 ]. Figure 14 d shows the internal variables of the current controller composed of the vector controller in Figure 14 a.…”
Section: Control Simulation Of 6-dof Magnetic Levitation Systemmentioning
confidence: 99%
“…Vector measurements of field distributions are crucial for geomagnetism and space applications [1], [2]. Spatial field distributions emanating from magnetic structures (for example, Halbach arrays [3]) are highly significant and can be resolved using a positioning stage and a calibrated vector magnetometer. Similarly, tri-axial coil systems can be characterized in terms of their homogeneity and angularity using a traceable vector magnetometer.…”
Section: Introductionmentioning
confidence: 99%