Because dynamic instability is not acceptable for any commercial maglev systems, it is important to consider this phenomenon in the development of all maglev systems. This study considers the stability of maglev systems based on experimental data, scoping calculations, and simple mathematical models. Divergence and flutter are obtained for coupled vibration of a three-degree-of freedom maglev vehicle on a guideway consisting of double L-shaped aluminum segments attached to a rotating wheel. The theory and analysis developed in this study identifies basic stability characteristics and future research needs of maglev systems.
Dynamic Stability of Maglev Systems
1992
51 pages
Report
No indication
English
Railroad Transportation , Electrotechnology , Dynamics , Stability , Aluminum , Experimental data , Flutter , Instability , Mathematical models , Models , Theory , Vibration , Wheels , Couplings , Rotation , Humidity , Noise , Safety , Magnetic forces , Resonance , Motion , Damping , Tracks , Coefficients , Position(Location) , Maglev(Magnetically-Levitated) systems) , Magnetic levitation vehicles , Divergence , Guideways , Double L-Shaped , Position-Dependent
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