Abstract:
A new power supply topology is described consisting of an input h-bridge or half-h-bridge, a coupling coefficient transformer such as an air core transformer, a secondary resonant and a voltage multiplier which includes a series output capacitance. The topology is advantageous for high voltages since the reduced coupling leads to large spacings reduced insulation requirements.

Description:
BACKGROUND OF INVENTION  
         [0001]    High voltage power supplies (voltages &gt;100 V) are essential to such technologies as Radar, X-ray inspection, Cancer therapy, Corona processing, Semiconductor Fabrication, and a variety of other important fields. In creating a high voltage power supply using existing inverter topologies such as the Cuk converter, there are problems due to the energy in the stray capacitance, and due to insulation in the presence of a magnetic core. The core distances in a DC power supply—particularly at high voltage—are all constrained because the leakage inductance of the system must be small, and distance increases inductance since the field energy between windings depends on the distance between windings.  
           [0002]    An ideal system would allow for increased insulation, reductions in the core material used, and improved handing of the capacitive energy stored between the primary and the secondary. Operation with reduced coupling coefficient has been described by Abramyan in the unique case of pulse charging of output capacitances. Details of such transformer designs have been proposed—for example by Crewson. Adler showed how to use loosely coupled transformers in a very specific application. A general method of creating improved high voltage power supplies would be desirable.  
         SUMMARY OF INVENTION  
         [0003]    In our new topology, we use the series inductance of the transformer as part of the current limiting means. This allows us to separate windings to a greater degree than in existing transformers. The total inductance of the secondary is part of the secondary parallel resonant circuit which allows us to have very low total inductances—even air core secondary windings. Such windings allow us to design air core transformers without the constraint of a conductive core, and with much improved high voltage properties. Magnetic material can be eliminated, used only to shape fields, or used to make transformers in our topology. 
       
    
    
     BRIEF DESCRIPTION OF DRAWINGS  
       [0004]    In FIG. 1 we show a circuit of the preferred embodiment with full H-bridge drive, and with both positive and negative multipliers.  
         [0005]    In FIG. 2 we show a circuit of the preferred embodiment in which we pulse only in one direction, and the system power is driven only in one direction.  
         [0006]    In FIG. 3 we show an air core transformer of the preferred embodiment with inner and outer secondaries and an intermediate primary.  
         [0007]    In FIG. 4 we show some waveforms from the operation of the system indicating the partial self-commutation property of the modulator, and the phasing of the signals. The larger oscillating waveform is the secondary voltage. The smaller oscillating waveform is the primary current. The upper nominal DC varying waveform is the output voltage on capacitors  26  and  29 .  
         [0008]    In FIG. 5 we show the combination of our converter with a preconverter.  
         [0009]    In FIG. 6 we show the use of multiple parallel secondaries. 
     
    
     DETAILED DESCRIPTION  
       [0010]    In FIG. 1 we show a circuit schematic of our preferred embodiment. The input power  20  may be a rectifier array combined with an AC line, DC battery, rotating machine, or other DC source. The power is switched by IGBTs, FETs, or other solid state switches  1 ,  2 ,  3 ,  4 . We switch  1  and  4 , and  2  and  3  alternately to produce alternating, opposing currents and voltages through the transformer  17 ,  20 ,  21 . The switches  1 , 2 , 3 , 4  are controlled by gate drive or other circuits  9 , 10 ,  11 ,  12 . When switch pair  1 , 4  is turned off, the energy in inductance is recovered by  6 , 7 , and when switch pair  2 , 3  is turned off, the energy in inductance is recovered by  5 , 8  to the main storage capacitance  9 . The main storage capacitance provides energy for surges as the switches are turned on and off. A series resonant capacitor  13  may be inserted in the primary in order to reduce the primary current.  
         [0011]    The transformer consists of a primary ( 20 ), secondary ( 21 ), and possibly a ground shield ( 17 ). The secondary ( 21 ) and the resonant capacitance ( 23 ) make up a resonant circuit which is somewhat separate from the primary due to the imperfect coupling of the transformer. The secondary current is limited by the voltage multipliers  22 ,  24 , 25 , 26  (positive side) and  30 , 28 ,  31 , 29  (negative side). The output is applied to the load  40  and rectifier/multiplier capacitors  26  and  29 .  
         [0012]    The arrangement of outputs can be used to create either a unipolar or bipolar charge with respect to ground. The ground shield is used prevent transient capacitive coupling between primary and secondary.  
         [0013]    The circuit is phased by controlling the applied frequency of the gate drive pulses to  9 , 10 ,  11 , and  12  relative to the resonant frequency of the secondary f=½ p(L 2 C 2 ) 1/2 . In our topology when the drive and secondary resonant frequencies are within 10%, and when the coupling is &gt;0.6, the secondary circuit back EMF or induced flux reduces the current in the primary, which in turn reduces the current to be switched. In some cases the current to be switched can be arranged to be zero. The reduction in current past the peak of the waveform is shown in FIG. 5. The current is turned off before the peak in the secondary waveform  
         [0014]    In the Half-H circuit of FIG. 2, we can eliminate half the components of the full H-bridge because the magnetic fields are reset to zero and then inverted by the secondary parallel resonant circuit.  
         [0015]    A challenge of our topology is that the secondary must carry an RMS current V/(2L 2 /C 2 ) 1/2  which increases the amount of wire which must be used on the secondary to reduce losses. Such wire is inexpensive and easy to wind.  
         [0016]    The simplest transformer geometry for the loosely coupled resonant transformer topology consists of solenoidal coils such as are shown in FIG. 3. The wire is wound in a spiral on a circular form as shown in a plan view in FIG. 3. The coupling is equal to the area ratio of the inner over the outer coil if there are inner and outer coils only. In the configuration of FIG. 3, the coupling coefficient is increased by approximately a factor of 2. Further spacing increases are possible with the geometry of FIG. 3.  
         [0017]    Combination of our topology with a preconverter such as a buck converter or power factor correction circuit is shown in FIG. 5 where the sequence of power flow is from the power source  51  to the preconverter  52  to our parallel resonant converter  53  to the load  54 .  
         [0018]    We can use two separate secondaries with two separate functions as shown in FIG. 6. In FIG. 6 we add to FIG. 1 by having additional multiplier components  121 ,  122 ,  123 ,  124 ,  125 ,  126 ,  127 ,  128 , and  129 , and also a separate load  140 . A particularly advantageous arrangement for high voltage is one in which the loads  40  and  140  are placed in series. Alternately  40  and  140  could be the cathode power supply and accelerating power supply of a linear beam tube such as a Klystron.