The following diagrams show how an inductance can be driven at any current and voltage above the source voltage, using a switched ideal current source running at resonance. It can be used to drive a high voltage DC motor (designed for 36V), from a low voltage high current battery (parallel connected 1V2 lithium-ion batteries).
Is there an ideal constant current source device that will work if the voltage polarity on its two terminals appose the current flow?
A BJT will work while the capacitor voltage (green trace) is positive, and the C-E voltage is positive, but not while the C-E voltage is negative. The current must continue in the same direction. A MOSFET won't work, because it is not a constant current device. The diagrams show: the LCR circuit; circuits showing two capacitor voltage half cycles using a BJT current source; the initial waveforms over several cycles using an ideal current source (the black trace shows the current source and the phase relation to the other voltages and currents); the same waveforms showing how the voltages and currents build up to scary levels.
Any answers would be much appreciated.
*Note: simulations and diagrams are from '5Spice Analysis'
For those that can't read the axis, the left current axis on the last diagram goes from -1.00 kA to 1.00 kA, and the right axis goes from -2.00 MV to 2.00 MV (yes, read Mega)