2011 IEEE Pulsed Power Conference 2011
DOI: 10.1109/ppc.2011.6191602
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Numerical modelling of a foil-flyer electromagnetic accelerator

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“…R fuse is obtained using the a model developed in house and the time variation of the accelerator self-inductance is obtained from the 2D magnetic field distribution produced by a parallel transmission line with a homogeneously distributed current flowing through both the flyer and the stator plates. Full details of the calculation are presented elsewhere [1]. Theoretical predictions obtained using the model were compared with the experimental data for which the main AMPERE system parameters are: capacitance 129 μF, initial charging voltage 21.5 kV, bank resistance 8.8 m and bank self-inductance 650 nH.…”
Section: -D Modelmentioning
confidence: 99%
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“…R fuse is obtained using the a model developed in house and the time variation of the accelerator self-inductance is obtained from the 2D magnetic field distribution produced by a parallel transmission line with a homogeneously distributed current flowing through both the flyer and the stator plates. Full details of the calculation are presented elsewhere [1]. Theoretical predictions obtained using the model were compared with the experimental data for which the main AMPERE system parameters are: capacitance 129 μF, initial charging voltage 21.5 kV, bank resistance 8.8 m and bank self-inductance 650 nH.…”
Section: -D Modelmentioning
confidence: 99%
“…The results are providing a series of important data: the complete map of magnetic and electric fields, current, force and temperature distributions, the accelerating time-dependent flyer position, etc. Full details of the implementation of this model are provided elsewhere [1]. In the example below, the flyer and the stator are each represented by a total collection of 400 filaments, with 200 independent currents.…”
Section: -D Modelmentioning
confidence: 99%